<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-833787369110303206</id><updated>2026-06-16T14:31:51.906-03:00</updated><category term="Huglenia Rodrigues da Fonseca"/><category term="Grupo de Leitura e Comunicação"/><category term="iniciação"/><title type='text'>PIBID de História - Caicó/RN</title><subtitle type='html'>Neste Blog você fica informado sobre todas as nossas atividades na escola EECCAM, em Caicó/RN, e sobre as noticias do CERES/UFRN.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>46</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-134247525636902746</id><published>2011-12-09T01:23:00.001-02:00</published><updated>2011-12-09T01:24:30.835-02:00</updated><title type='text'>Cine &amp; História exibirá: &quot;O Nome da Rosa&quot;</title><content type='html'>&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
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&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;TÍTULO DO FILME: O NOME DA ROSA (The Name of the Rose, ALE/FRA/ITA 1986)&lt;br /&gt;
DIREÇÃO: Jean Jacques Annaud&lt;br /&gt;
ELENCO: Sean Conery, F. Murray Abraham, Cristian Slater. 130 min, Globo Vídeo&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;RESUMO&lt;br /&gt;
&lt;br /&gt;
Estranhas mortes começam a ocorrer num mosteiro beneditino localizado na  Itália durante a baixa idade média, onde as vítimas aparecem sempre com  os dedos e a língua roxos. O mosteiro guarda uma imensa biblioteca,  onde poucos monges tem acesso às publicações sacras e profanas.&lt;br /&gt;
A chegada de um monge franciscano (Sean Conery), incumbido de investigar  os casos, irá mostrar o verdadeiro motivo dos crimes, resultando na  instalação do tribunal da santa inquisição. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;Para saber mais, acesse o &lt;a href=&quot;http://www.historianet.com.br/conteudo/default.aspx?codigo=93&quot;&gt;HISTORIANET&lt;/a&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/134247525636902746/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/12/cine-historia-apresenta-o-nome-da-rosa.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/134247525636902746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/134247525636902746'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/12/cine-historia-apresenta-o-nome-da-rosa.html' title='Cine &amp; História exibirá: &quot;O Nome da Rosa&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm9uCNCR4Qpb0Wfs4JGT3Ls7tcGGvyWQiNxsfUNDla0lS2nsJcroI26BHLK-_CK10s4SCj_6xIxF8d9ON1UUlzS5uK-qFGLyqlzafKe5izKozwH3dLg_Q1RFJS2gK3tNaaDesA4vjimbQ/s72-c/Cine+%2526+Hist%25C3%25B3ria_O_Nome_da_Rosa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-1802551724719282661</id><published>2011-12-01T02:33:00.000-02:00</published><updated>2011-12-01T02:33:48.173-02:00</updated><title type='text'>Novos horários de atendimento do PIBID/História</title><content type='html'>&lt;div class=&quot;separator&quot; 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&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhigsWPPPKt1oyQt8BhpBi_QuA98FvtX89xxdEngZcfvN2BvzfkSZiY7uncmf2wxgBwm1ffm8dTEZXC8c3mWDBXtTQZhnUusQtRko2iW7BfjdSFooUFSucbA6eRWrS8s0k_PDwsnHO3LUQ/s1600/Hor%25C3%25A1rios.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;189&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhigsWPPPKt1oyQt8BhpBi_QuA98FvtX89xxdEngZcfvN2BvzfkSZiY7uncmf2wxgBwm1ffm8dTEZXC8c3mWDBXtTQZhnUusQtRko2iW7BfjdSFooUFSucbA6eRWrS8s0k_PDwsnHO3LUQ/s320/Hor%25C3%25A1rios.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/8624186914359566877/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/10/novo-horario-de-atendimento-do-pibid-de.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8624186914359566877'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8624186914359566877'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/10/novo-horario-de-atendimento-do-pibid-de.html' title='Novos horários de atendimento do PIBID de História na EECCAM'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhigsWPPPKt1oyQt8BhpBi_QuA98FvtX89xxdEngZcfvN2BvzfkSZiY7uncmf2wxgBwm1ffm8dTEZXC8c3mWDBXtTQZhnUusQtRko2iW7BfjdSFooUFSucbA6eRWrS8s0k_PDwsnHO3LUQ/s72-c/Hor%25C3%25A1rios.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-4771041149912562684</id><published>2011-09-28T23:26:00.001-03:00</published><updated>2011-09-28T23:31:44.707-03:00</updated><title type='text'>Livro-digital &quot;Mídias em Sala de Aula&quot;</title><content type='html'>Estamos disponibilizando para download, o Livro-digital organizado pelos bolsistas do PIBID, como resultado da nossa Oficina &quot;Da sala de aula à sala de bate-papo: a mudança do espaço educacional na era informacional&quot;, que reune textos dos participantes da referida Oficina, sobre as possibilidade de utilização das mídias em sala de aula.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpeXvAPVkmNkD96VWOvj4xA36VIYAhh41OHamXvXrVuRnXc1HzD7km2Bk4RreTfyoNmPMPlCfqGthb-f7I4M4jN9BP6y2SD5WCkD4gsFy3LeaZ2mcxGDszICbYi6shUJnlI6ksszwwlOw/s1600/Sem+t%25C3%25ADtulo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpeXvAPVkmNkD96VWOvj4xA36VIYAhh41OHamXvXrVuRnXc1HzD7km2Bk4RreTfyoNmPMPlCfqGthb-f7I4M4jN9BP6y2SD5WCkD4gsFy3LeaZ2mcxGDszICbYi6shUJnlI6ksszwwlOw/s400/Sem+t%25C3%25ADtulo.jpg&quot; width=&quot;292&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhENp0K7iel9cOhFHHPrzOQlFGJznuXpECuj69jStDLWADoh1J-ZrlHoPmAa2pV6-bGUs1fH0DmyjEMHP-xeVs1uIYksl69hPH3Y0WLQYowbCgSKcyfXzg_gz-MG6V6QDhDmfZlDu4rBxE/s1600/M%25C3%25ADdias_em_Sala_de_Aula.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;
&lt;/a&gt; &lt;br /&gt;
Faça o download do &quot;Mídias em Sala de Aula&quot; &lt;a href=&quot;http://www.4shared.com/get/vJk5XPBq/Mdias_em_Sala_&quot;&gt;AQUI&lt;/a&gt;&lt;br /&gt;
Agradecemos a colaboração do amigo&lt;span style=&quot;color: red;&quot;&gt; @heldermacedox&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/4771041149912562684/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/09/livro-digital-midias-em-sala-de-aula.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/4771041149912562684'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/4771041149912562684'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/09/livro-digital-midias-em-sala-de-aula.html' title='Livro-digital &quot;Mídias em Sala de Aula&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpeXvAPVkmNkD96VWOvj4xA36VIYAhh41OHamXvXrVuRnXc1HzD7km2Bk4RreTfyoNmPMPlCfqGthb-f7I4M4jN9BP6y2SD5WCkD4gsFy3LeaZ2mcxGDszICbYi6shUJnlI6ksszwwlOw/s72-c/Sem+t%25C3%25ADtulo.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-584741752187170791</id><published>2011-09-24T15:13:00.000-03:00</published><updated>2011-09-24T15:13:35.006-03:00</updated><title type='text'>Cine &amp; História</title><content type='html'>A próxima atividade do Cine &amp;amp; História estará exibindo o Filme &quot;Carlota Joaquina&quot;;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc6azn5vMOU84gGC7SQAcBwrdcbUkF7qR-lpuWP755BqcHlTzaskNJA4c7QQATWbbZ-WFPcUXbqZNpNO0UHq6YbuZYzqBkqBMabUCGKSk5XHfenb6LzXY2dH4SYcSrnatr95d3SeJRLvQ/s1600/Cine+%2526+Hist%25C3%25B3ria_Carlota_Joaquina.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;176&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc6azn5vMOU84gGC7SQAcBwrdcbUkF7qR-lpuWP755BqcHlTzaskNJA4c7QQATWbbZ-WFPcUXbqZNpNO0UHq6YbuZYzqBkqBMabUCGKSk5XHfenb6LzXY2dH4SYcSrnatr95d3SeJRLvQ/s320/Cine+%2526+Hist%25C3%25B3ria_Carlota_Joaquina.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;RESUMO: A morte do rei de Portugal D. José I em 1777 e a declaração de  insanidade de D. Maria I em 1972, levam seu filho D. João e sua mulher, a  espanhola Carlota Joaquina, ao trono português.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Em 1807, para escapara das tropas napoleônicas, o casal se transfere às  pressas para o Rio de Janeiro, onde a família real vive seu exílio de 13  anos. Na colônia aumentam os desentendimentos entre Carlota e D. João  VI.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Para saber mais, acessem o &lt;a href=&quot;http://www.historianet.com.br/conteudo/default.aspx?codi&quot;&gt;HISTORIANET&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/584741752187170791/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/09/cine-historia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/584741752187170791'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/584741752187170791'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/09/cine-historia.html' title='Cine &amp; História'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc6azn5vMOU84gGC7SQAcBwrdcbUkF7qR-lpuWP755BqcHlTzaskNJA4c7QQATWbbZ-WFPcUXbqZNpNO0UHq6YbuZYzqBkqBMabUCGKSk5XHfenb6LzXY2dH4SYcSrnatr95d3SeJRLvQ/s72-c/Cine+%2526+Hist%25C3%25B3ria_Carlota_Joaquina.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-689399636269714300</id><published>2011-09-17T16:58:00.002-03:00</published><updated>2011-09-17T17:00:09.107-03:00</updated><title type='text'>Atividade envolvendo a &quot;Descoberta&quot; do Brasil elege melhor resposta entre os alunos</title><content type='html'>Atividade desenvolvida na EECCAM sobre a &quot;descoberta&quot; do Brasil, elege entre os alunos a melhor resposta para a seguinte pergunta:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Quais os motivos que fizeram de Portugal a nação pioneira no quesito das navegações que desencadeou a &quot;descoberta&quot; do Brasil?&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Resposta 1: A busca de especiarias&lt;br /&gt;
&lt;br /&gt;
Resposta 2: Portugal já era um país centralizado politicamente, com isso, com a aproximação do mar, fez com que eles enviassem as grandes navegações, além da procura por especiarias.&lt;br /&gt;
&lt;br /&gt;
Resposta 3: Portugal foi a grande pioneira das grandes navegações pelo fato de já existir o poder centralizado (Estado moderno) e pela necessidade de superação da crise.&lt;br /&gt;
&lt;br /&gt;
Resposta 4: O interesse&lt;br /&gt;
&lt;br /&gt;
Resposta 5: Pois eles venderiam ou trocavam os excedentes de produção por produtos que eles precisavam.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: #990000;&quot;&gt;Resposta 6 (vencedora!): 1º) Posição geográfica (Península Ibérica); 2º) Escola marítma de Sagres; 3º) Busca por especiarias e novos caminhos para as Índias, pois o caminho normal estava sobre controles dos ingleses e Portugal gastaria mais com impostos do que com o lucro vindo das especiarias; 4º) Busca por novos mercados consumidores.&lt;/div&gt;&lt;br /&gt;
Resposta 7: Portugal foi um dos primeiros a se modificar. As suas buscas por metais preciosos.&lt;br /&gt;
&lt;br /&gt;
Atividade desenvolvida pelos bolsistas &lt;i&gt;Mirian&lt;/i&gt;,&lt;i&gt; Ana Paula&lt;/i&gt; e&lt;i&gt; Nikolay Gonçalves&lt;/i&gt;.</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/689399636269714300/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/09/atividade-envolvendo-descoberta-do.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/689399636269714300'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/689399636269714300'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/09/atividade-envolvendo-descoberta-do.html' title='Atividade envolvendo a &quot;Descoberta&quot; do Brasil elege melhor resposta entre os alunos'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-5585531395131403820</id><published>2011-09-17T16:27:00.000-03:00</published><updated>2011-09-17T16:27:34.363-03:00</updated><title type='text'>Fotos da Oficina &quot;Da sala de aula à sala de bate-papo: a mudança do espaço educacional na era informacional&quot;</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_eKGwme9Z5C6pfIZ5htfIPSAaJqjyRBkNfezaw75bA48755zWoiEpz_NancN-hTEdoI2WYRroQR6-KhnM-W1x8-PVNcjaMLo60dajawz4tTzgfsNUZBPjdq9K2isQ_swMAQjXp68IzDI/s1600/01.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_eKGwme9Z5C6pfIZ5htfIPSAaJqjyRBkNfezaw75bA48755zWoiEpz_NancN-hTEdoI2WYRroQR6-KhnM-W1x8-PVNcjaMLo60dajawz4tTzgfsNUZBPjdq9K2isQ_swMAQjXp68IzDI/s320/01.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiuec73RL9Mm2eXEQKmdTmRLEW72ZsBVVa_RSvLNoXUcdUzXcOir3RcmaL8V2k56hw1Fh4RbUpBiDZL6SvhTinbtfmQTmQgsUoq2l3aMLOqhKvhQ7Wy5QbKVMmXTcI_vEiJR96FD6sIbo/s1600/15.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiuec73RL9Mm2eXEQKmdTmRLEW72ZsBVVa_RSvLNoXUcdUzXcOir3RcmaL8V2k56hw1Fh4RbUpBiDZL6SvhTinbtfmQTmQgsUoq2l3aMLOqhKvhQ7Wy5QbKVMmXTcI_vEiJR96FD6sIbo/s320/15.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/5585531395131403820/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/09/fotos-da-oficina-da-sala-de-aula-sala.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/5585531395131403820'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/5585531395131403820'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/09/fotos-da-oficina-da-sala-de-aula-sala.html' title='Fotos da Oficina &quot;Da sala de aula à sala de bate-papo: a mudança do espaço educacional na era informacional&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_eKGwme9Z5C6pfIZ5htfIPSAaJqjyRBkNfezaw75bA48755zWoiEpz_NancN-hTEdoI2WYRroQR6-KhnM-W1x8-PVNcjaMLo60dajawz4tTzgfsNUZBPjdq9K2isQ_swMAQjXp68IzDI/s72-c/01.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-2156457629062448254</id><published>2011-09-16T09:19:00.000-03:00</published><updated>2011-09-16T09:19:26.025-03:00</updated><title type='text'>Avaliação da Oficina &quot;Da sala de aula à sala de bate papo: a mudança do espaço educacional na era informacional&quot;</title><content type='html'>Espaço aberto para a avaliação dos participantes da Oficina promovida pelo PIBID/História no III Seminário de Ensino, Pesquisa e Extensão do CERES/UFRN, intitulada &quot;Da sala de aula à sala de bate papo: a mudança do espaço educacional na era informacional&quot;.</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/2156457629062448254/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/09/avaliacao-da-oficina-da-sala-de-aula.html#comment-form' title='12 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/2156457629062448254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/2156457629062448254'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/09/avaliacao-da-oficina-da-sala-de-aula.html' title='Avaliação da Oficina &quot;Da sala de aula à sala de bate papo: a mudança do espaço educacional na era informacional&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-9150258722996251375</id><published>2011-09-09T20:00:00.000-03:00</published><updated>2011-09-09T20:00:38.936-03:00</updated><title type='text'>PIBID promove Oficinas no III SEPE do CERES</title><content type='html'>O PIBID/História vai oferecer duas Oficinas durante o III SEPE em Caicó/RN. Acompanhe a programação das Oficinas e participe!&lt;br /&gt;
&lt;br /&gt;
Tema: Da sala de aula à sala de bate papo: a mudança do espaço educacional na era informacional&lt;br /&gt;
Ministrantes: Prof. Dr. Emerson Neves da Silva, Deyvid Anderson Alves  Medeiros, Lêda Mayara Alves da Silva, Lucélia da Silva Souza e Monielle  Medeiros Mariz.&lt;br /&gt;
Horário: 07h30min às 10h30min&lt;br /&gt;
Sala: Laboratório de Informática BSI&lt;br /&gt;
Número de Vagas:&amp;nbsp; 30&lt;br /&gt;
&lt;br /&gt;
Tema: A interdisciplinaridade na história em quadrinhos&lt;br /&gt;
Ministrante: Gizelle Karine de Medeiros Dantas&lt;br /&gt;
Horário: 07h30min às 10h30min&lt;br /&gt;
Sala: 04 Bloco A&lt;br /&gt;
Número de Vagas: 40&lt;br /&gt;
&lt;br /&gt;
O PIBID de História também estará apresentando trabalhos científicos e relatos de monitoria:&lt;br /&gt;
&lt;br /&gt;
Trabalho científico: &lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;O uso dos recursos midiáticos como meio  facilitador-dinamizador no Ensino de História: um relato das  experiências de atividades desenvolvidas na EECCAM em Caicó-RN - Lêda  Mayara Alves da Silva, Deyvid Anderson Alves Medeiros, Lucélia da Silva  Souza e Monielle Medeiros Mariz&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Relatos de Monitoria:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
- O uso de iconografias no ensino de história - Gleice Linhares de Azevedo&lt;br /&gt;
- Mídia, o mundo real na sala de aula - Lucélia da Silva Souza</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/9150258722996251375/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/09/pibid-promove-oficinas-no-iii-sepe-do.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/9150258722996251375'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/9150258722996251375'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/09/pibid-promove-oficinas-no-iii-sepe-do.html' title='PIBID promove Oficinas no III SEPE do CERES'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-1151893653466906147</id><published>2011-09-05T17:08:00.016-03:00</published><updated>2011-09-06T15:38:59.384-03:00</updated><title type='text'>III Seminário de Ensino, Pesquisa e Extensão - SEPE</title><content type='html'>Do dia 12 a 16 de setembro de 2011, realiza-se nos campus de Currais Novos/RN e Caicó/RN, da UFRN, o III Seminário de Ensino, Pesquisa e Extensão.&lt;br /&gt;
&lt;br /&gt;
O evento é voltado para todos os cursos que o CERES/UFRN oferece, e busca refletir momentos de ensino, pesquisa e extensão, pautados numa ótica interdisciplinar.&lt;br /&gt;
&lt;br /&gt;
Abaixo a programação de algumas atividades voltadas para a área de História:&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;Mesa-temáticas&lt;/u&gt;&lt;br /&gt;
&lt;br /&gt;
Tema: Religião, Religiosidade e Política&lt;br /&gt;
Palestrantes: Prof. Joel Carlos de Souza Andrade, Prof. Lourival Andrade Júnior e Profª. Jailma Maria de Lima&lt;br /&gt;
Horário: 07:30h às 10:30h (14/09/2011)&lt;br /&gt;
Auditório: Aranhão&lt;br /&gt;
Número de Vagas: 100&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div dir=&quot;ltr&quot;&gt;Tema: Nova História e Novos Historiadores do Seridó&lt;/div&gt;&lt;div dir=&quot;ltr&quot;&gt;Palestrante: Prof. Muirakytan Kennedy de Macêdo&lt;/div&gt;&lt;div dir=&quot;ltr&quot;&gt;Horário: 07:30h às 10:30h (15/09/2011)&lt;/div&gt;&lt;div dir=&quot;ltr&quot;&gt;Auditório: Aranhão&lt;/div&gt;Número de Vagas: 100&lt;br /&gt;
&lt;br /&gt;
&lt;div dir=&quot;ltr&quot;&gt;Tema: História, Família e Sexualidade&lt;/div&gt;&lt;div dir=&quot;ltr&quot;&gt;Palestrantes: Prof. Ubirathan Rogério Soares, Prof.  Helder Alexandre Medeiros de Macedo, Profª. Virgínia Kelly de Souza C.  Dantas, Artur de Medeiros Queiroz e&amp;nbsp; Veruska Karla Souza C. Dantas&lt;/div&gt;&lt;div dir=&quot;ltr&quot;&gt;Horário: 19h às 22h (15/09/2011)&lt;/div&gt;&lt;div dir=&quot;ltr&quot;&gt;Auditório do CERES&lt;/div&gt;Número de Vagas: 100&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;Informações importantes:&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
As inscrições são gratuitas, e a programação você pode ter acesso em&amp;nbsp;&lt;a href=&quot;https://sites.google.com/site/sepeufrn2011/&quot;&gt;SEPE 2011&lt;/a&gt;&lt;br /&gt;
As inscrições de Oficinas e Mini-cursos serão feitas no início dessas atividades, não havendo, portanto, inscrições prévias para isso.&lt;br /&gt;
Para inscrever-se na modalidade &quot;Participação Geral&quot;, acessem o link abaixo e preencha com seus dados:&amp;nbsp;&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; line-height: 16px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;a href=&quot;http://www.sigaa.ufrn.br/sigaa/link/public/extensao/inscricoesOnline&quot; rel=&quot;nofollow&quot; style=&quot;color: #0000cc; text-decoration: underline;&quot;&gt;http://www.sigaa.ufrn.br/sigaa/link/public/extensao/inscricoesOnline&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;line-height: 16px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/1151893653466906147/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/09/iii-semana-de-ensino-pesquisa-e.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/1151893653466906147'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/1151893653466906147'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/09/iii-semana-de-ensino-pesquisa-e.html' title='III Seminário de Ensino, Pesquisa e Extensão - SEPE'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-8575327846993870542</id><published>2011-08-22T17:03:00.001-03:00</published><updated>2011-08-22T17:06:08.413-03:00</updated><title type='text'>Cine &amp; História: Xica da Silva</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6rMW7PU887DaRokFIPxtenmlC-R4v5tThhmSm1qyA7grxAGZ-miokghSGLVcExbY3qXNxiiz3fB1oweMafhFr3hGqVANi0AIX-9lRVL_hAKzWiXySlRruYejTVsngBt2BjcInvqUjMDo/s1600/Cine+%2526+Hist%25C3%25B3ria_.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;112&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6rMW7PU887DaRokFIPxtenmlC-R4v5tThhmSm1qyA7grxAGZ-miokghSGLVcExbY3qXNxiiz3fB1oweMafhFr3hGqVANi0AIX-9lRVL_hAKzWiXySlRruYejTVsngBt2BjcInvqUjMDo/s320/Cine+%2526+Hist%25C3%25B3ria_.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;TÍTULO DO FILME: XICA DA SILVA (Brasil 1976)&lt;br /&gt;
DIREÇÃO: Carlos Diegues&lt;br /&gt;
ELENCO: Zezé Motta, Walmor Chagas, José Wilker; 117 min; Globo Vídeo&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;RESUMO&lt;/b&gt;&lt;br /&gt;
O filme focaliza a trajetória de Xica da Silva, que de escrava, tornou-se a primeira dama negra de nossa história, seduzindo o milionário contratador de diamantes João Fernandes de Oliveira.&lt;br /&gt;
Promovendo luxuosas festas e banquetes, e exibindo grupos de teatro europeu, que se apresentavam nas salas de sua imensa casa, Xica da Silva ficou conhecida até na corte portuguesa A ostentação atingiu aspectos surrealistas, quando João Fernandes de Oliveira satisfez o caprichoso desejo de sua amante de fazer uma viagem marítima sem sair da região, construindo um lago artificial e uma caravela manobrada por uma tripulação de dez homens.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt;Para saber mais, acessem o &lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;a href=&quot;http://www.historianet.com.br/conteudo/default.aspx?codigo=301&quot;&gt;HISTORIANET&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/8575327846993870542/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/08/normal-0-21-false-false-false-pt-br-x.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8575327846993870542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8575327846993870542'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/08/normal-0-21-false-false-false-pt-br-x.html' title='Cine &amp; História: Xica da Silva'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6rMW7PU887DaRokFIPxtenmlC-R4v5tThhmSm1qyA7grxAGZ-miokghSGLVcExbY3qXNxiiz3fB1oweMafhFr3hGqVANi0AIX-9lRVL_hAKzWiXySlRruYejTVsngBt2BjcInvqUjMDo/s72-c/Cine+%2526+Hist%25C3%25B3ria_.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-5088877509997786210</id><published>2011-08-20T19:29:00.000-03:00</published><updated>2011-08-20T19:29:22.980-03:00</updated><title type='text'>1ª Sessão do Cine &amp; História</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJRWX3javt9CLria4oCtGe6l-m5RaG4evt_gJ31-3YCDyI-FI6uER60Kh5yf8jkUQdkXQcMBAaqzjvssZbLqOXOr84J7Q5pzffAOUPp09DGmmTOIuYLqXx7RHwuIeVUR7ybuT7sn1lHDk/s1600/Cine+%2526+Hist%25C3%25B3ria.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;175&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJRWX3javt9CLria4oCtGe6l-m5RaG4evt_gJ31-3YCDyI-FI6uER60Kh5yf8jkUQdkXQcMBAaqzjvssZbLqOXOr84J7Q5pzffAOUPp09DGmmTOIuYLqXx7RHwuIeVUR7ybuT7sn1lHDk/s320/Cine+%2526+Hist%25C3%25B3ria.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
O Cine &amp;amp; História, é um Projeto organizado pelo PIBID/História, e tem por objetivo levar o Cinema à sala de aula, e promover o aprendizado histórico por meio de recursos filmíticos. Refletir, criticar, e analizar sobre a produção midiática, e a partir dela - são esses nossos principais objetivos com a elaboração desse Projeto.</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/5088877509997786210/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/08/1-sessao-do-cine-historia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/5088877509997786210'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/5088877509997786210'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/08/1-sessao-do-cine-historia.html' title='1ª Sessão do Cine &amp; História'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJRWX3javt9CLria4oCtGe6l-m5RaG4evt_gJ31-3YCDyI-FI6uER60Kh5yf8jkUQdkXQcMBAaqzjvssZbLqOXOr84J7Q5pzffAOUPp09DGmmTOIuYLqXx7RHwuIeVUR7ybuT7sn1lHDk/s72-c/Cine+%2526+Hist%25C3%25B3ria.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-487600154443598004</id><published>2011-08-20T19:15:00.000-03:00</published><updated>2011-08-20T19:15:16.030-03:00</updated><title type='text'>Fotos da Oficina &quot;Possibilidades metodológicas com o uso de mídias e do livro didático no ensino de História&quot;</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjONHK2VH1AYxAzM125flaBPpvmylJX30EY086AgxNuadpxOxEzVmVMo2tXPnYY5CPIP5RbwKdjDx-jSG9hpSviQpGO9I60s9gdfIHuourGa8HGjgeXanTuY6JO9GAZhXwQPY7gGZf7k5c/s1600/DSC00741.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjONHK2VH1AYxAzM125flaBPpvmylJX30EY086AgxNuadpxOxEzVmVMo2tXPnYY5CPIP5RbwKdjDx-jSG9hpSviQpGO9I60s9gdfIHuourGa8HGjgeXanTuY6JO9GAZhXwQPY7gGZf7k5c/s320/DSC00741.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/487600154443598004/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/08/fotos-da-oficina-possibilidades.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/487600154443598004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/487600154443598004'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/08/fotos-da-oficina-possibilidades.html' title='Fotos da Oficina &quot;Possibilidades metodológicas com o uso de mídias e do livro didático no ensino de História&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjONHK2VH1AYxAzM125flaBPpvmylJX30EY086AgxNuadpxOxEzVmVMo2tXPnYY5CPIP5RbwKdjDx-jSG9hpSviQpGO9I60s9gdfIHuourGa8HGjgeXanTuY6JO9GAZhXwQPY7gGZf7k5c/s72-c/DSC00741.JPG" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-495118626314831263</id><published>2011-08-15T19:00:00.000-03:00</published><updated>2011-08-15T19:00:01.031-03:00</updated><title type='text'>PIBID/História prepara a 2ª Oficina do Ciclo de Oficinas &quot;Replicando as Experiências Desenvolvidas pelo PIBID&quot;</title><content type='html'>Será nos dias 17 e 18/08, às 14, no Auditório do Aranhão, na UFRN/CERES/Caicó, a segunda Oficina do Ciclo de Oficinas &quot;Replicando as Experiências Desenvolvidas pelo PIBID&quot;.&lt;br /&gt;
&lt;br /&gt;
Esta terá como tema &quot;As possibilidades metodológicas do uso de mídias e do livro didático no  ensino de história&quot;.&lt;br /&gt;
&lt;br /&gt;
Importante lembrar que quem participou da primeira Oficina &lt;span style=&quot;font-size: small;&quot;&gt;&quot;A utilização da imagem e do lúdico  no ensino de história&quot;, não pode deixar de participar dessa outra sobre Mídias e Livro Didático.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Contamos com a presença de todos! &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/495118626314831263/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/08/pibidhistoria-prepara-2-oficina-do.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/495118626314831263'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/495118626314831263'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/08/pibidhistoria-prepara-2-oficina-do.html' title='PIBID/História prepara a 2ª Oficina do Ciclo de Oficinas &quot;Replicando as Experiências Desenvolvidas pelo PIBID&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-401552571231404292</id><published>2011-07-02T21:41:00.000-03:00</published><updated>2011-07-02T21:41:47.380-03:00</updated><title type='text'>Obras literárias para o vestibular da UFRN 2012</title><content type='html'>&lt;div style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&amp;nbsp;&lt;img alt=&quot;&quot; height=&quot;101&quot; src=&quot;data:image/jpeg;base64,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&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
&amp;nbsp;A Comissão Permanente do Vestibular (Comperve), recomenda                                         a leitura integral das seguintes obras                         literárias:&lt;strong&gt;&lt;br /&gt;
&lt;/strong&gt;&lt;br /&gt;
&lt;img height=&quot;8&quot; src=&quot;http://www.comperve.ufrn.br/conteudo/images/icon_setalaranja.gif&quot; width=&quot;10&quot; /&gt; Crônica: &lt;strong&gt;CRÔNICAS DE ORIGEM &lt;/strong&gt; -                                   Luís da Câmara Cascudo&lt;br /&gt;
&lt;img height=&quot;8&quot; src=&quot;http://www.comperve.ufrn.br/conteudo/images/icon_setalaranja.gif&quot; width=&quot;10&quot; /&gt; Poesia: &lt;strong&gt; A ROSA DO POVO&lt;/strong&gt; -           Carlos Drummond de Andrade&lt;br /&gt;
&lt;img height=&quot;8&quot; src=&quot;http://www.comperve.ufrn.br/conteudo/images/icon_setalaranja.gif&quot; width=&quot;10&quot; /&gt; Romance: &lt;strong&gt;MEMÓRIAS PÓSTUMAS DE BRÁS CUBAS&lt;/strong&gt; - Machado de Assis &lt;br /&gt;
&lt;img height=&quot;8&quot; src=&quot;http://www.comperve.ufrn.br/conteudo/images/icon_setalaranja.gif&quot; width=&quot;10&quot; /&gt; Teatro: &lt;strong&gt;O SANTO E A PORCA&lt;/strong&gt; - Ariano Suassuna&lt;br /&gt;
&lt;img height=&quot;8&quot; src=&quot;http://www.comperve.ufrn.br/conteudo/images/icon_setalaranja.gif&quot; width=&quot;10&quot; /&gt; Conto: &lt;strong&gt;NEGRINHA&lt;/strong&gt; - Monteiro Lobato&lt;br /&gt;
&lt;br /&gt;
Para saber mais, acesse aqui sobre o &lt;a href=&quot;http://www.comperve.ufrn.br/conteudo/psanteriores/ps2012/informacoes.php&quot;&gt;Vestibular 2012 UFRN&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/401552571231404292/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/07/obras-literarias-para-o-vestibular-da.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/401552571231404292'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/401552571231404292'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/07/obras-literarias-para-o-vestibular-da.html' title='Obras literárias para o vestibular da UFRN 2012'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-8933381481507199372</id><published>2011-06-24T16:56:00.001-03:00</published><updated>2011-07-02T20:45:28.274-03:00</updated><title type='text'>Fotos da Oficina &quot;A utilização da imagem e do lúdico no ensino de história&quot;</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLVbB5PppAHuXlplwkkSXc3cI1l-kU9MJwrCt4bt4ACcDIUM6YFlt1xwvou85eHWQO_ShCMYE0svagIlBEBSUKnXU4C4HQucjzKDXoEnCR5hqGPs9ItAMz9EiOLbB208KJi4SIb-SRQLY/s1600/DSC09043.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; 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ARfmP1SPVVW6ehksDFaj+PURkOVvfUdYsgrwuR0MIMD5N0IgoRQN0jYVl6svMc1impWNxYf3RdN+AIIJ58oFDtAqeGh5gydQw3DLoenutIq4cMQRo3USxwbMnjF1+IQjPRKpDTKwsfORcXg7HMtweRE0WFwfeJdctROajxLK7HYbLfLcgcVPiWaFlSuKOgfQ+G/xSNjdehEfxAGvD0IlbWci9tRyBmaNdETFUumo8/FIpbj1k1qgbQ6GMVqV9eFuYgESpT9c182hiS3JreUcJI48+fuwzY9DeCjJT6yO9O2o16gyTkIOmqjlFWv69IBFDA+XlDt+N/wBUXUo8OIPIiIU8dLnrFkoJTrY8LNrAV9beK0WF9BEDS/MCUCQOmnWLQg9R5xQHMc97hEMvMcRx+aRlTCc/TobeGHmI04nkTAh0HLlYw2H4ecAJ14cNPKN1BwI4cwY6rcvwMDHj0gljAPpaD10PL5YbCxvpY8RaGFvqOE1YoTbjfS279qHlOv8A4QmF78QRu6xQOnVvCbiGShqo1rHgBxi01sRwMGXje2vK0Qo4815SpGRwi9xpfzilB14afqgX/pvCP0uPORm0xOX0iapItyUj7WWPE8OFxEOLjzPG/vQRh34fxh29P6YhemosYs8uI9ZQmXGXTkT1EID7Q6392P1KDC4IN/MZYRp8fEPXekOnA2Tw4H6xJ5+IH9McKeSk+UUB9oX+9MkY3obDQ+sNh6j+WKK/ZuPxhAcfFfz3pSMT+BG7C6WuLb2sWR5A/wA0HTiPe1lAkHzB9fFCb668YbW+U9D4YRHDiB6SASSb8RbpA34L1hn6EX0tC68R72slhAt6ekRb1v5RX4GJJ1PiHWAE68OAMbYxZ4HgfSJZuHEaaQBDnj6Qi3qf1RWW9+F+oiSuvMjxQWhsjjwtfrCvw4FSIb8+BiRxPEfywQL6H1h9Laeoh349PKEPPQ2kKgn89T4riF/4fZhkdNAfOKt5D6QBPnb5dIa6cCQfWGv1F4ajyBA5iQDmfQXCkdR4oqmF5ErrqCI0o48QeQMVlPQH0gEkr1AI6iGi8LGx6RhT0NtI6lU8wGHX3pQTadRxxs48xJFN181P6ZEo1F6lT5x9fMAjkQZSE6kzciGH5o8jLzBU9V8Mr18iRaSadVudmHKCMsaGb3WVh4v8rJVOqPfUi/MSqpVVPVT192TKVVvJl6HeigXGDbh3b2I5XymWdDE8O9phuRYDK35pnKVRDxzIfLeWWGHruPCyunT/AKXmiM1WzilwadYq3JX3f1TRYXGVFA7xSw+Ib36lmAo4+ncZ1KN5f0yywm2jSI7uozg8hm/VMtWWPB0KhXVgLEa8o9MaNsO9rqtJgcxZV1aaLZ9cMBaoHNtQd1pxlCjtHJ4LCCID/Qxd5zOtgggggoIIIIAIIIIAIIIIAIII3Wq5RyPleKI3QdS3A29DKjaFZ0vlOZfhb/C0XjNp0iCpNm6NuzP7RxbDwtnXo39U7wh8nnnOxGPxdOpcOMrHk3haZ/G0LeA2HQ7yxzG4wNo2h6ESrrVmW+Um3Q+GdjkNYmrqQwt68GlfWTmpsf0yTWxQPi0J/LINUdNB/CZKkNvX45x6ERiqAeB+oMFWr1HDn7sjuvNTY25eGQolyQddQOcacA+Z5RTVtd4fURLC/DQ9RAoIFh1ZenvR6myn/wACIzmI43IHMSRTpK9vTiPEsFJeFpHlw6GXuyiCQHH0MpcIHTq6DmBvTZ9mqFOvZbBicu6fFBlhjZLoO9wz5XAzFQd37yyDicctTcrp3db4x4Wmn2psuph1z0yxXmp8a/1zNbRqpUvnFmPl70qJ5KHatDidD0YSixJtx1v7wlvj0amTlOZOhlVWIa/I9JDZEqC/mI0WK+a/yxyoluGnWI7z6MOAvAC0INvqIw9O17XB6R51+h6xObk34jwwBtX+nrEOmt+B8o7VpXHKNklbcLdYAktyPH+aE1P0jhAIiNQTfVYAxmseZHCHe46x5xp6Rh0sTa3mJUyUDhwuRbURVrjSErDzJvCZenHpKBNRCegbzhK/K1rco6CDbr4fmzRD0/UMN28gsDD62EJWItfgYVN+IYEN0iiL+l4AH+tuesae44Xy+Ex1TyNrcobDQ/dgowB/Dr4YbLe1tLHheE6kX5qf0xSX+hlIJ4+Vt0gwilwfOLdePMc4on63HWLINUm5c/8ADHD/AJ0iaqCw6jeFzFUmuOQMgC6cbE5TDI4cA0Xf8IATw0tBSOy8DyvrHV5cbXzQ7Wvy16whpyNjziyHWK2GRuIVgeokKvsak3Ij7Jln0hf51nI6WUNfYHwuv3l/okKtsWqvu5h1Q+GawfTSKAlsGFq4Rhe6kW+IRp6WvvfTenQGphhvAEeYkSvsqk/uBT1Xdl3GTEVF9D6iFfh4gfzTVYjs+D4WI8mEr8RsGqt7AMeqma3IUUjIPI9fdiSPUDlpmk3EYN18SsPtCRzStbj9JaJQyfun9MQ2luXW+9H8vpw5iN5fUdbb0FGmGnI68olhx5aLxj1hrwv+WJZPUD80gGGXyFzzBhHnwuPKOFT5H3tIX4+hgDbLx/5GIb6iOW8re9pEFfMG3KQtiG5/8on+B844U/q0iCeP9xlIIK8eGn6YQv8ATpHCvqIRX0kYG2Xh6w1+kcOkT1kKDNx4Qxz5XhZekMD6wAx9024GGLdCPeN4QMF+PTxRYFdOBsI5Tb1BjOYeYMcpHzv5GLKSkHoRHaf1EYQ+v0jgPoRCZCWKp0vY/wA0cSoPNTIa1NfSKV/S0tgsQ2nIgxSuBwJBEgUudy0fp/dN+sWKJ9HGOTwzLfi0eWtr8I5fFK5anqDH1q6DwkRZCzRrkE756kybRrp5qR+Eo1q+oMkJiD5GUGlw+0qg0utReh3pY4TayaeKm3lvLMfTxI01KmSP2o/Kw6+9KRo6HgttOALMtRel80tMLtum3HNTb9M5dSxeoysyEecn0dqP71mHxTLimaTaOp0sWDwKuOqmP06oPDj0nM8JtYXGVmVvMzQbN242mezDr/1zEoHSM2bCCR8FilqKCPwkicTsmCAwSt2ttAUxwBB85UrI3ROeqBzH4yJV2nTXidZk8dtS5OVip6N4ZVYnaTe9qOs7LGji8jNlittqL2IMpsZtom9ibeZmWq43jrbykSrjD9Jqkjm22XeN2lm4yrrY0jwk26GV1TE3kapV4zVmdpOrY2/iFr/lkKs/Gx0kepWkZ39QZLNUPVa3I6SM724Gw6QmrdeHMiMMRxWQtC3r/Fp6Rpz0P4eGIZut40R0NpSCjU68OsTl1uNPSDN14GGF4WP9MAWtThcfUSTh05jQnpGE8/xkuhS5rof0yAtdmtYi/D4h4Zs9j7GNS1SkxWopzBl96Y/ZhIYZhYdfdnUex+CGTOjFb8VHhaG6JtsIbYyr3WMTyFUDdb+hpl+0uCXVkZaiNvK6HeX7U6DtjZqVqZBAvbQzme28K9BiFLAX4HwtEWn0WUWnyZfHMRx1Eq8QobyPWW+LcG9xY/zSsxFLU20P6ZoENlI42YdRI9RAb21/wyWWsbEEecaqU+JGkgIuq+aw9CORjp8xYxD0eJGh/mgDQGW9tR0h2Bva0NW110MDLzGh/mggy9MjzHMQgfpJGa+hFjyMbq0uPI+XvQUZZTpa3pFCxvyYb1oatxBNiB+aHl5jS/SKJRGq09bjQjl8UJTfyPO4y5ZIvcm/iHOIrU+PIjhKKEsvMcfSAG+pFm6RKk2GbQcz8UUV4cbjhaREEVEvbU3vprCptrr4r9fFFqeXA+GJelw4X5WlKGR63MJW+K9gNDEobWB6cfiimUEDj5QAmHHmI0gsQNMt9PljgJ4H/wBUDrw5LzNoAAf49PFEnT0IhjT68DbwxTAa8ST/ACwGKtw4a9BGnS17cuMWCRcdRpCPO+vUSdEbAo/A8veiyeHxRlWsRyHKPA+kMgAOeug5/FEEA/hpDvz5c/hh/joNIoqR1r++KH0iFPpFAzBsL+EUOcC/xhgf9pAGsUf4xCmLv6GCAH1vFERAP48or/IkLYTL6WkTEbOotxRbnmBlk0D6xB+sIWVFbs7TYHKzKejbyyuxPZ2oPDlb0OWapTDvNW0SjB19m1E8SuLdVzSI1Aj4geQE6L+BEjVsJTe+ZEPnaNzBz9qZ1Gh93WNtT8iAJtsRsKk18uZb9DmlbiuzrDwFT5eFpVJAyzJ6D03YRTTov5pc4jZFVb3UkdbZpCqYYjkw920oIOT8edjEkcdQfUSW1E+X1EbZOPp9qUEcL+EJh6H1j2ThwH6YgjzvbrvSAbP1BibehtFkf5BhLy4X8xIUSw06Q78OB96TNlVKS1AayVHo2a6I2Vm3d3e+DNI1VluSotq1gD4ZCjRP/aHbTpeBr+nrEGnx4yFBm43hqRfzicv+bRY5cIA9SB6+keVbcjfmbxFP+N/yxaj1gyLXl5eUdRvSMk/WKvBR9D529Yu8YBigfpKiD4qef0i8/wBPMRgP6HpDBHoZSkpX4cDFrV4XuDIgH+QYoPw4wKJoq+hHnHFqcOIkEPHA/np5yWKLBK58j/fHqdfUakSrV/4R5Kv1iy0Wy1z5Hzk7CYoi1mIPnKGnU9RJNKt6GWwb3Yu22S19R1E1uE21TcDWzcwZyTDYq3O0nptAjzmHGyqTR0Xam2lVTb8bzGbQ2oxJsxt0lXV2gTfU/WV1fEcbzUVQbbJmJxl+I/CRHrnkT5gyI1b/ALRl3+k1ZmiRUr8bi3mIyanQ3jBqfUdI2zj0MWQder9DGi/DnE5jbkY2WHoYsBu/CNseMNr+o6xBH0MgobJjbDjyPlHWH4RJW/T6yixkk+vnCAHoY+qfxi1o/wCRBCOBr1EWlLjbryjwon/vHVo/QwBumvXXzEl4an00JiqVMjzHlLDB4YMRybnaUFpsBAWGYWBPEjMrTquxsClJNy4DAMVBzL92Yjsps5w6koHp31Kj+ZZ0WmoAAHADQTlkfg6Y482LMw3brBZTdfCwvY+GbkiYrtjhXQkoxamwzZGOZV+zJi7NZVwc3xdPjyv1lfUpnlw6GXuMQEkHdPMGQKtEjzHnO7OJVOl78j0MjPRKnTUdJa1KN/pGGUjzX+WSwVzDNe/LjGzTK+a9JY1MOG1HGRyhXzHWUERqQa3PqI0VK9SvSTmpA6jQ9RG25BtD1kIyIACOusAJHG5XlHqtDXS4P6WiL8uDfwgCHp3F9CPFwjLErbiQefwySUte1vSC+bybwkQCM4vrrBwOvDw3i6lIjhc3OogVr8bfDwlFDdRL+nijCtY2PDlJWXL5r/LCKAg2kAxXFxyHQyrXBYjMT+01LkZQCi5F+aWZuvmDz+GLK/hylTodkdaLZRmYsw962WGr8AfpHwbWB4eEGIr0/Ug85AIdb/zQK3UkG8Qr2vm1F8oMcYXv+XWChVFvfnroYikdbcxwv70dU8tdIRp6enCDLQCoP/IQlPAEEc4FY8735QyOHJuRMBIS6acNOUKmOR06RxDe3IiIdemh8UWWhaDjwt0iW4gcCOcbWpfyI5Q2HM2FuGkCjrt/W8O/GIU/xiiOHEgTBqwwNIr+MT/dD/vkAoD+EO8SvPh9ID9IFB/8ooGIEWf75SCrceMS3+TBBb8ZAHAR+AhiF+EWBJiYv/lEt+EgDUwi0B/jEMOEAOIq0EfxKp9RFWhqPxgFdidi0m5ZPQytxXZz4WUnzE0ZH49YYEWy2YrEbFqj3SQOY3pBq4Qre4IPIeGdEA4RNSgrXzKpHmJdxDmbUTc6E25kZYXcnTl+qbzEbJotfdy3+HdkKt2eGuRyOgIjcDG90Bfn6wzT/D0mjr7CqC4sGA6SBW2e63urC3lLwKKh04dD0iSunW8nVKGvT6RrutesUUhv+MJE163j9ZdekSg/CAOomnSKVPWP0qfDibQ8kgGbeh+kUB9DHDT9b+cMJ+PO0FsSoh2h5eHAQZf8mAJ68QesUPpD68PpDI0gWAcuUXf6gxOWHl9D6QWxQMVb8Ihf83ihBbHQfpFK0bU+h9YoGUWPq3CPI0iqP+0dQxZSdTqRwVpBWp/4RYeUjJfe+kaepGS//eIZ4ILZ4hn+sQT9I2W+sAWzRJ/ERDGET6wBV/UGGW+oiAT6iKUfQwZC9Db1irdRp1EPL9R1EWi9D9DAsa7voQfI+KGKYvqCPOSQg0uCD1ElUqJ5WZeh92WiEBMOfIj80dp4ceY9ZY0cMptxVuh8Mn0cCfeW68mWECmTDHmLjrJNLBX4fhNHgNjlrd2bn4D4peYLs8HIDo9JviUbv5YIYils5vTyMssHsw3FwQes6BgtgBNGyVF8xLKhsyknBfoZlzSOigyt7JYZ6am9ip4HnL+IRAOAAHlFzjJ2ztFUgSh7S7PZxmS+a2o5S+iKlMHrfqJYumJK0ctx2C1OdLHr7rSsr4FhqN5eh92dbxGzqbizAHztKfG9mhxpkfZbhO/qJnBwZzF8MG8m6HdkWthyOIuOs3eP2NrZ1KtyMp8Zs9k4jOvX3lmjFmSqUeY0PURsj4tD1l9XwYNytryur0SOItKTcVlTC810/wAUY8mGp/VLFqduHDp7saqKrXGgPQiBZXtTI4aqeXwxtkDevMWkqpTK+YjTgHyaZZSGwIPVf5YLA6/xkhjyOo6xh6fMaGKIN59d7XoYVSjzFs0PNyNgYZuvDW44GUqGVYjQjWApzBAPSPsAwHXmIxlK3+GQBKb+R84zUS1yNRzEftfyPlCvyN/UQKGUIYc7HlBw04rFVE5i9+USGBuDoRAobqpe/O/lG6bEGxtx0Puxxha9tRfW8UoB/HmJCgGtvPzhq3FeHQxonKbakHn8MdZeHLoYAitT4ciN4RCvr8x4x0cbdeB+KFVp8OvKANt9cwiyL9NOpiUbhyI3YojnxJ5QQYqIb5uAHlB3g01F7ZY9l6cbSM65STwUcT8LQU6+BFw+/pnirA+UNXpm9mI8iJiyiSYfSKFO/BlP1gZD0JlIBYBEg/j5wyZAGfwi/wAYgRX4QAz/AAhEfjAB+HKC/wBZC9B34dYV/wATBb+JgMtkAeUJoD9YknQ8IACYTfXhCvB+MhbCvbzEUGiQYGggtj6Q1P1jYMCGAPCLjVMxeb8IA0Yaj+EQ518oun9ZAOZYl1B42PqItIdoKVmOwFNrXQa8xuyrxGxEN8pYeR3pf4w2t0jRMWDIVdjnNqwtfpHKWyadxe515nLLfGHfMZQ6j1ltgsKnZ+kQMuZTblKvamxmpIWuCoOXhvTW0zoOlpG2ph+9plLgElWvImDC5PUQZPrrpeXdbYtQcLMPI+KRK2AdfEhH0mrBXmnEsn0ks0vx84RSUWRe79D6w8vW8fVPpBkkAxlgA/8AKPFYRp+sAat6+sO3D/lHMkBWVlE29If4w7Q7RRQ1i7/9ogD8YrrxtKGxYMVmjf8AnSC8EscYxN+MK/4dYn8IFh3iTz6QEwr/AORBQoY/A9DCB9DBeCMVfhpbzEcX6GMiC/19JCMkKvqDHl8xfzEjJU4c/Ix1Kw81/llITKK8LEEfCZJpUxccVPX3ZDpsD0Pmsl0KhHAhh8LTRC2wiHTMq1FPMeKX2x8MpI7twrc0fwzNYXEqCPFTb9MucJjeBYBx8aHK0UQ22AwC6ZqYV/iTg0uEGg5zLbI2xYAK4cfA5yvL2htKm2hJRujbs5TiztjcSdBCB9CIc5HcEEEEAEEEEAEEQ7gcSB6mV+M21Sp8ST5iVRb6MuSXZKxqoVOcAqeZEyu2cKEuUIZfhMG1O0XHKVKmZjG7WvezFW6T0wi4nmnJNjeNKEn3XlXianxWPmIrFY/NfMB6iV9WsdbG46XmmYE1kHFTIdQ9eMW9W/VWjNSr11HW0jZRJqEeYjNUA8LZhy+GG55jUGMM/XRpAEzH3ohl4ZbHyimc89V6iIKcSND0gDbW+9Ear5gDL8yx3N8X4wvwI9IKNmx8iN68F+Rv6wFBy0YQAkcdPO0AbqU+lvpEh+osY6o6cOhhFL+sASNPNfTwxurTvw5846QRx1XrCK8xqTy92AQyWB18MUAdeAPT4oplBve9xEqhHmvT4YKODXyPSNlSvC+U8dPDHl1B5GAL1uT1+KQjGxr0Ih+vAw2S2ovx4QKbj0OoiyiHp8DrcRAPH4pIF/P8IVSlcnjwksUMtxuOPSJby105GOhL6cTyiu7PQcdbe7LwFE6L3g53HqMsUrjSxB8xHl/GJdF6D8JyKmI/5+cWpIvYm/rGxRHK493RmiXVlAs5Ivl1CtJyB41HuNb+oljiqeUJyLJmOkr0HDnLfbC/2X/y1lslEGGIQHraHKA7/TWETw4RLQgfp0igOX4QomBT6wBZP8Ilj9IZNvWFeCoQePOETCaAm8EAh4cYIFHDygaAE0F41jMQlOm1RyFRFzMx92Q8LtalUUMpbKwzAkeKAWamLvIaYtPiH1khaqn3l184AbnXrHKZjLnhwOsUsAkKfwh3jQMVf/zmSjOL4j0jJ+kcrnURDQCsxQ3zG6Q3hz1WLrneMRR8Q+0stg1AMI/XTlCU+kNjxkAlTqPWPgX6H1kcHX6x9TIBivgKbXuiX6iQMRsJfdZh5EZpcQjLYM1W2I4vbKw8pCr4J14qw+k2SnXyirD/ALxuFGEKf94gr+M2tfA034ovqN2Qq+xKZvlLA9PFNbhRl8sIrLqvsVxwytK7F4Z6YOZWAHWWwRSv0hBY6uoHCGyygZywyPpF2gI+sWBv8IcO34wZfrBRBhAxTCJkFBExOaNY7E06SNUqMqUkVnd2OVVWcp7Te2ejTYphKLVcrZTVqHu0Zfeyr/VI3RpRbOts/pE34dJ512l7ZMdUByJQpktmFszZV+GJ2L7YMbTqXrha1NmW6+Hu197JJuNPGz0aG4ww3pOX4L20bNcHMmLp1M26rKrLl+Zk96bTYfaXCYxFahXovmGbLmXOvyssu6zFMvL/AFhlo1m+l4nN63M1ZkdFUjqD1Efo446Xsw6+FpAdoocosUXlHGgj/k0l0sVa1mKn1mcUnXmI9SqEdRLuJtNNTx7c9fNTJ2G264Frhl+F96ZKnifUekfTE+hl3E2m5wfaRl8Lsh6HeSXmC7UMbBwD86mcyp1v+xk/B4mx5gw6NK0dm2dihUW4N5KmO7GbSHhJE1n7SnxLp5zzvs7xfHI7KbbW1e7vYrpEbX29TpqQpu9pgNsbVLk6/FNwj5Mzn4RYbU2+7X1P4yixO0mN94mVtevx1kSrV/CdrODRMq43U6kGRK2Jv5+kjNU/7Rpj6iLFDzVT6+RjJq/Qxsn/ALwifqPOSxQpqnWxjZ8tQeRhW48R6wmH06ERYG2bjyMJjwvqOtoonjz+sSF6X9DKBOXobjpEj8CI6F43uD1gyeh/mgMQR9REGnxtqOkdNPjbh0hD8Dzggyba30MMjjcXj2Trr5xJQ8tR0kZSOaZ4jUW4RK8r6GSSv0NuEBp/jDFCLddfpGqtLQ20HO0lGmR5iKejuki+nlM2EVLLx4g84pRqOcU1rny5/FHKPLp4rzRRPc6m1xpFJz6yUF6a25QxSvw8XikYIpXhxtCajqLfak9MNUOmVyORCx0YCt8DAQCuSlfyNo8lDl/eJP8A9V1vkB+1Haeyalt51B+UTLKmVv7ID0v4o6lBR8I+u6ssaexrXvUY6fD4Yv8A1NS55yet4tF3GkSnwgq0jLnZeEzsBz9JbbX2HakX5gcBIKMWPw92SNm4E4ioKa2DWd7n5Vz/AOGN1adiYeFxbUHDqbPZkv8AKy5ZKIIHEcJc7aP9j501lKOXWXO3DpR86awCt/8AGJJ9fwgzRLN/CaIGW9YYaN3hry4ESAWG/CH3n/eIaAygWz+sQW/CIYxDGQCmq+hg70SoxldgxsTYSHVx7Dne0tA0veCEH8xMwdqP5W5xH+uiOIHnrFAq/a/tNko06Cmy1D3r/Mq+FYNk4tkw+Hy2IZOcyXtO2mKlWnxACZePzTS7I1weGPVGX9UPwVDPbTtm2z8MK/cLWvUSiy5+7y5s+9M7hPbfg9O9w2LpnmUNOqq/qWJ9sihtlVORWpSa/wB6cOpYfMjEBiVGsFSTPR2C9rWyalv9orUb8O9p1Kcv8B27wVW3dY/BuTyNRc3655INPh1iGp+ukhdh7UobfJ4d26/KZJpdoKfvKw9N6eKMNjq9Kxp1q9O3AJUqL4Zd4Dt7tSla2LqMvw1FWpBdp7B/1pRcizj0Jyx41QQLEETy1s72v4tLCtQoVgOLIWpM3+GbjsX7TqONrLQCYijXZGezFWRsvzSMy4s65XfePrE0Tvr5sspdl441HILX0zS4wx31+0sENSvD6Q78IYgY8ZAI1uOkfH/KMLxEevIA7wGAnjEwUWvOGYgGHBAzDMSTEkwBRjGKw4cFWAKtxEczQ2MFsjLs+nlC5EyqLD4pDr7Ip8iy/qlqIhj+EJlM9V2O44FWH8ZEr4V14qwE1ixNRb9LS7iUY0iFb6TVV8FTbio+kg1tjrrlYj13pdwooWESw4yxr7LqC+gI8jIGKpsiksGAUZiSJbBw/wBvXaRnqLgabMKSDva1j/aO3hWcZxFPjxveaztttAVtoYl73DVXt9nNM1WqjXgTeYs9SVIr2XjytzhPxH5pKrWty+IxNKne58pCjVGlmvynR/YRgHq4/MtytJWdz7qrMKKNkFhfNuL8zTt/sJwlPD0mGv7TXGapcZcq+6v+fjmJTSKoNpnU1HpAw48o4Fh1F08p3PLRFH46x0QqacY+icOBgUFTXpFtFqkWUPnASEInrHAIpE0ihS+kCgUz9JLoVSOOsjBYtTwiyUXuC2h3Y0JBkr/Xb/G34zOq8VnkoNlli9oFr63vK6tWjTnjGnabsyw3f+MZdvWLtEkf5EqZBth+MIrx4384vLBk/wA2gDNuukIr9Y8efLSGtMngGPoIBHCfU9ILeunlJgwjm26x9d2PU9m1COAA8zBCpZPp6QZPr6S2bZT6klR6GLwuy7nVvwEWgVIT6+Rhml9OnwzQrsin1Y/pjo2ZTHuknzMbimYNPX68RDFP0M1S4WmPcUfSL7tfhUHyEm4lGUXCseAY/SPJs6ofcYfSaZV48LQzJuKZg7Kqc1A8yY9gtmMKi5spUNmIvmzS8eIpjfEWCQtJB7qA/ZWN44Dum4aq3KP2jGO/s246iQGJxOzwzk7wHQHLLPA7Pp3XQnzY5oTrvchrLHBrqvlAZJp4RBwRB92LWmByUegjkK3DrJRAoR/hAw4coR/zpBRLDWFlh2hhfrKRibQiIsj6xBPCCnQOztVRXW9sp3bmbHEUVdCpsVItpMpsvZTtYj+MvqGBqKLZxJJL9jrFuurMTtvZmRm+HeUTOY1eHHxLpN3t/Z9RQSbsnUTH4+jw+2q/qmmvg5Mj219JcbXH9l5Isg1qNm9JP23xpf8Ay1kBWMNYloo8YmUBW/8AMwsvDlDEP++AJ/H1hD++LgksDbnjENHCOPWNvbzgFHtA755SpxJ16C+olntE759ZU4ptT/ymwMPUkDF1dDw4yVUfjwN/0yuxZ0PL3ryUWzDe0LDPUake9ZFAsUXdZt7xZp0bs5//AK7CdQrLOddrG30626+KdE7MN/8Ap2F4jx6H7Uyy+Cg9rCD/AFTieNx3Tf8A5FmS9ifZ+hiqxatlahkdHTNveHd/VNh7WD/+kYvj4UvYf/EScy9j23KuzsXQx/cmvgsHXpftFM+B1fPu/b+H7EeAlwxPbTsbUwVZlI3CzMhB3cvuzJVqFieJ96dL9snbujtTH1MRQptQoPlsnRkXebc+Kc6qNc+crNRfBBqU/obRDU/+xkx1sTz84Qp/U2kNbiCaWvWX3subJtahyzCqv6XhdntjvicTRpAD946Ur/aaSOzmCbD7bpUzxStVpfpdJH0Gz0D2cq/vj9nnNTh6q5114ssxmxzZj1tL7Z1S9an1LrIc2b8NwjhOkapDQRzT8ZLAS8R1j14ynH1jt4AZELrDYxHWEQNIq8Qp4wX+sAUTwg6wmMIygBP0hvCtCb8JAGIljDhGAGhhkxMBgthNEmGx/CIJgWJPOZj2n7Q/Z9l4uqLZhSZV+025NMx4znXt5xWTZOIuQAwsB8TNBqPLPIuIxF6rHqWY3+1IYq3Y8rmLrHVpCQ6iZPSSq7dOF5Y7AwffOc5ZaSjMVA3m+VZWrYqdd6/CbPsPgxxbS+Wc8kqR0xwuRd7D7LNXPeMoSmv9nT+Vfimw7KYSrgqgcknezEsfFF7JqFSB/GTdruSBZlABzHMfFPC8rZ9GOKKR0vZNUVqa1FsVYayVUwx00jfs97P1aODV6lRKnfhcQqIuUUlZfD88tMTXCHwMSOk98JNrk+XkjGLdEGngjpJCYGOrjW92n+MUcVW5Kg9Z0tmPaJXBeUMYOJvXPF1HoIh6VQ8ajfSDO9D5w/oIgqo5qPrG/wBivxZz9Y5TwCdCfUzSaMuY2zJ1X8Y0ai+vpLBMIg91YsIo5AS2YciszHox+kAR/hP1lvl+g8oQWLMlV3NTpb1MScNV6L+MucnGGFl3EKdcDU+UH0j1PZraXYnyAlutOLFOSwVlPZg5ljH02fTHugnzk9Ui8kWWiEMKvwrceUcFG1v/AAkkQpSDQp8ONosL+EWDAx4wSyJiP4RNE6xVcQqawCQBw5RQF/KIQxcEEuv1iGEcb63iOkFCHKG0B5dYG/vggywhUxvD1ht9YKY3xBR+0Yx3gbpJMi7R8B4QCidd4essMIN4SGw1HAyfhBqPSCEpoRWLP8YOvEQBrL/CAj+6LgtBRtVigunWA/5tDAggnKPxjbKbnwgcrCO6f+UaGbUnKRyAEFOl9l9toQEcgE8CZqAb9CDzE4xSrkcDwl3srtFXp6B7r8Lb0y1Z0jOjpVRAwINiCLETBbZ2WP2unSBIR6qLw+aT/wD2wIXwIWI6zL4vaztXSqTvCoj3+Hemo8WSck6JW3cL3dd04hToYnbVr0+HgWMbXxXe1C/Esc0Xtc6pw8CynMrydesES0AP4SlDMUIgc4qSgA/U6wwYR/GJGkhbA34e9GqnCOZuP5dYioeMEM7tAb5PO8qcZx85bY877eRlPi21PrNFIVU2vy96VmNqaHjeWWI/hKjG8DwvAMd2qbfXradF7Nv/APp2G5eL+ac47U+Neek6DsBrYDCjnleYfZq+Cq9qhvsrFc7qn8yTL0sFR2d2XQ4ijW/1jtplxeFOen3KYWkzJ3jUvFmb3WZfSaP2qNbZWI4kk0lH/wBxJxvth2xxW0KyVMQaeahRpYSmtOnToUqVKlTVVVaSbqbs2nSslXwarC9gqoQNiHpYcvst9vItZ1pNUTNkpKudt9m3cqr8czOw0pNiaKVMwV6iIzXVV3myeJ91PtSkbatR8veVHbKq0lzMzZEXwqvwJ8sUMQCPduJm0bpm+9sfZ6jgNpVqFOph2AyPlo1e/SlnXPl71PG65t6YZjz1veM1cTwOrNfmYaVwdOHXWSyKPHJtvZN2iw+D2hSbFlxgyyJUemqs9NGb96y/ZXNH+021cJie1K1sEahwL4grRLjK+Tu28UwDso6iwln2La+0sHzPec/e3Xk3cUXbzZ6B2Z4jx8Mt9lN+/p8fGsptnNqeW7LPYzf7TS83WSzJ0vDvoORjpMboDQRZlMgTiI70jKHUR0cRIBTRBHGH/dBAErDgA1PSJ/E9PlgCmiR+MVaJv6QAyYDyhHgYIAd4mAwoAoQmhAwmMAIxJhO+oFjrre27ATBRDmcL/wBJ7bWXDU8MDvO2dh8q+H/FO5VG0M8he3nbn7VtSqoP7qg3dD7v/VIzpjVs5riDvkcSMsjAbx8g0D1b1D0hUTveoaQ7j2z/ABheIJWdB2TSNAKbEKf5ZgNnpvg8lM69gsJ32GpnS5RTw+WefOz04EWWzMeGHEX8QlgcB+0Mh3SwyqM5bJ4velHsbsviK9cU6AYt4iS3doq/NOmdmPZxXRkfEYhQAVY06S5i3y5n/pnnjjk3cT0vPGPDZ2LYdO1CihKsy00Qsq5Vbd+H3JB2rhstQ9DJezntYchuiS9u0b0lqabvinrTo+dL3KyiWlAUiamNprxdfpvTG9vO1yUV7um+UgNVquP92i/D8zeH78rnSOUYW6JXtL7SJs7DErUpnFujOtMFf3a/Eze4v97TzpU7TY+rVevUxmJU8Qi1WVczeGnSXNE9qNsVMSGq1XJbEP3pDH+zpL/ZU1/TMp392dybZRZQPDmnODk+WdnBI6Bsr2ubTwtWmtSotbDqd5HGZ8v/AM34p3T2c9u8PtWmWp7lQHVGO9PHniPI6y12JtGvRxFNqDvTZGXKUOWdejDxpnt+GomD7G4/G4nZ9Gq5Ve8TNmdsrMv5pp+zlSoQ/eMrlWyAqcyzUciZxlBrsuLQKvGHb+MO/wCE6HMUsAEIfWHeAOq0F4gHSHfh6wQc6QXiSYYgAPLpF2/jEiGIAdoGtrDiCfxlIIcROURbQhKA0ihCH8YIAZaJMJjAxgBCE390UDEvwMAaH0hUzvcYbcoKXigEgmRdoncPqskyLtE7nQ3gllQ3EeUsMKN4ekr/AHpY4Qb30ghKMEAgeCiP4Q7/AMRAR9IUEEk8POCCAwUJv4Rtz6CLMbqD625QUevwjiE+caBil+syij7VNJFxDcPtLHf74zieA82WUhLDSftQ6r9hZW0h6amWG0eK/YWUEMj+rWAGExgWaAZMVf8AhE38tYbGQB+mkK0EJjIBPPnE1YpvrARx5iAZnHjebpeUe07hHb3lVrTR4unvN6yl2vhyadS18xVrADVobCMfgdqVHqKpZSCddJMxtPQ/+Ea2RsmoKytkrceJVlVZf4rY1WoNAB72pmYv5NtHLu1Y/eoPKdM7M4DvMFht4rlT7XvSoxns7xOMe6VqFNkXg6s3vS3wGwNv4ZFpoNlV6KDKP7Sk8WrLRD7d9k6uNwNTD0qqI7sjBnVsu63yTkWL9iu1VvkfBVB/8xlzfnWeg9i4faLO64vD0KNJVzJUp1Gqd43w5fclo+Cbqp+su5ETo8oYz2V7Ypg/7Or2+CrTaVWK7IbUpXz4LFjTitPvF/RPV21hUQqFNAM2bR8zK35JX1XxNv7Kg/2amX+dYLvZ5MxGAxNO/eUMQv2qdRf8Mi06xVjcMCRznpraHaNKLsMRSdAh1U93Uze5u/HHalPBV0DNhabAjNv0KbMqt8UiZdx5kOJv9M00Ps2ObaeFHRnf/wDG87O3Y7ZNdSf2WhlPAoGpN+iM7L7AbPw+IXEUFqpVTMqjOzJvLk8LwTemaDZwsT9mWGxT/tFHlvrItLD5deN5M2Ev+1UednWZIdPoDdinisONPWFVE0ZE0xqI4BrG6fGOrzkACIkmKvEkwAKf4wxEgw7iCh3iDFXiGMEDv+EESpirwAzE316wyYV+EAEKGTCgok/X1iTDMSYFkfFi6sOBI0niD2j4Gqu1MXSsXq9862Xe96eyu2Oyf2nDsq16+GdVZhVpPlZPtfLPLOOoUqFatkqNiWZ2z4mp4qu97vwLOWXJsR9f6ToXqp1dJdsxA7NuiFmN6lvCo8MpSCr5WBBB5zoVfF8jcE73lK3a2zErKWO644ETyw1Dv3H6DV/RMe28PDXz5M9sShnrKubKC2vzfLO8bLoL3SgaWRV4fLODUr06ysurU2XMCPhnoTZ9AVsAtfBMtdlo99Up3y906rnZWabyxc6o/PQ/021Lg2Hs0pJdaiDdZHe/zZu6/wAM34M5z7JNq069BXULTzvVugP9lmbPl/z8c6JedoKlR4cj93JIoVrEcrSxx+Jvhaw4nJwlGXia+MtTcHgVbnK1ZYyoyuLrUMPRz1FLWGY/vF3m+z4pw72kbZZg1yA2LfMKY/3dBW8LTc9s9uhrar3dLNSQE5e8f3m+J0X4pw/bG0GxWLL65QGVR8Kr4Z5Um5fseqKpDW2sUWI1uqLlX5ZUtVuAouFHH5pIxx0A5g5WMGAwLvfJY+ZndcIy1bGUqW8yBlmo9n+CFWsWfdp01Znc+GmvvNJHZjsNUrkGowC38I8TTYdnuz1GhWqUna6tlQop8P3pieWLVJm44mnbOv7AwlJMNRWn3QUU0YDuq1V8uX3ppOznCp0zafu+6X8sxadq8OiKi/6xKoMhWn+7Td+bxPNJ2JxorIzotdUYs1qrd4+bNk3mnSCpnjyyTNTDHPnEKYoTueYVeGTEEw5QOcusAhKdICYAu8WI2IoGAKEV04RAMUDKA7RHWKvE34wQI/3wx/EQExJlAL8IeaFCtrAADBDggA/hA0A/EQnPH+EAS0TR8UK8GG4n0gg6TIu0/APWS2/yZD2l4R6wUq829yljhBqfSVije+ss8HxPlBCSNOohX0/8opv7olvxgAvCP1/GFf0hH++CBMYD9YCYTGABo3WG6ePrFFo2x0PCCofhiEIf/hIaoMH+MaxPAfaWOj8YziBoPtLBCVSMm406jj4ZAQ685Mxjaj7KypgjsIBAzQgeEoFXigYnpwg/hADBgJ9YUB5SABPrGsVVCryvyEcquFBMqMXVLEmAMcSSeZgyjyvG1PGOAwUMDhwhtAOfnEkyFLDs7/aN9maFTKDs4P3jn5ZoLTFBszftOdl2ZiHUsrU1VwynKy5WnA6Xa/FodK9cW6vmnoH2kpm2VjBx/dNPLuIwrX4Nx4yvo3A1lL2g4xf97mtxDIrSwwvtLxOmZMOwHG6ZZzvuWHxXEOhh2JHHWYpGjpTe0Gm5HeYTCOQc17b364xtHthg6lj+ytT8VzTdVZph1wo841jcGcpN7ARQpHTKPaXZb0O7P7TRzIyFlC5lze8sg1a+DcIE2tjKYTdUPRpt+bIq55gKWGOQW6Xlfibi/HTduJefkbUdj2VXpXs208JWXlmTuG/ml9sqnTWrTcYjCuqur7tRc089YWoTwv8AWTqTVPT6yc/Io9d4TatAgWqKT6xypiUPBlP1nk3C42sDpUcWPJmlxs/a+NucuIrgD52i2Z2npilUU8CD9Y+rcZx7sdVx1RlapiK3c3WynxVJ2WhQXIvpxltmWhm/nATHKmHABIzX8XGNCUyAQEwA/hCMoAYV/wDtAYRMAVE3gMIGALEKJEO8AOFeAQmgCW+l4k84ZMImCnHfb12xqU2XZuHfK9RO9xTr4lRvDRX7XiacSxZtccrS57XYt6+0toVqhJY4qvRXXwrSbIq/lVZmMVW152Jnzs0t0/2P6J9L08cGmjXcuWIfW/XlBTqkgrwIGYRNI8OpkXFvlYHmCwM50eqUqVj1PBrUs+mcHKZs+yvaPEYFalOi4WlVTKUYKyZsuRpjti1dai6WvnE1vZvZtLFd4ruyOFzU7eHP80rnt7OX6TFkju2pv+5Z+xdqlPaDEVDkqVHVqbtlXMzeJV+KejjPKxdsJixYlWb902X3XpeFp6O7F7U/asBQrHVnTK5+dd1p6cE7dM/LfV9DHElkh1df8otnlR2ixIp0KznTKjc/llpUbjOPe2PtvTpo2HosGrHdNvDT+Zp2k6R8XHHczlnafaveVqgzaIrIuvvTKmv3d7eJ13mt4ViqjNvO1xn4H+aQDX1uffP6ZiMaPZYtdQL3sW1mi7NNlcKZnBxHQmafCYdsoqC/TQTOR8GsfZ0fY1UoQeK2zaRWzKIqYwHJUDO2drvl+9MlgtuikBnZQLe8cs3nYmt+0oa1lykZFYeJp54QbkejLlUY2aylRTopt092bTshTAom1hvMthMbRQLe2lxrczYdjqoagbagOy/lnvSPiWaARSn8Y2eUMGbIGTAPoIR5QAQQdhxIirSgV0hgwhCHP1gDgPCGBGhz84tTKQUwhHnDvE/SUBkwoIdoARMEBhDWAKvCJhf3w7QQUfpG6hh2iXgg00PC8T6QnX0h4bifSCkkyBtU7q9bybf0lftY6D1gpWUzveh1lpg+P0lTT8R5ayywR1MAmOfrEk/5tBf8YTH/ALwSwX4xCPcXswHmMsXeEfxggRMTFE/hEkQAmP8A5Rqq2h9I60ZrcD6QaRKFvWGGjIPCAH8Ziyjxb8YxijoPtLDLxqs2n1iwSA0k13uR9lZBB4dZLbj9JpEDEO/4RF4rT6XmgLBhgxEVeLAcSzWHIAQMeMg4mrf0kAjE1c1+QkOofwjrmMOYKhtDHV/hGEP98dptAHIkmAtC/wCcgLbs8d5vSXmbh5Sh7OHebpZZbPiUB1dAehZZgFf23F9n4kfEmWcMqbNv0IPWdx7X1VOBr2KkZORnJQP4TRpGfbZP2TE/6sOu6LeU0AHH1hW18pClA2C+ThIm1MJai5s3Cah6fkLyDtpB3LDXfyoABvMzbkFsoKeDAQeLNl4EfLK6ts69+h8psgi5Bw+sZ7oG/C3lIXcYrDYG1x59JYUcFw4SZjECueA16bqyLtHaKUKLVnJCoOHxNIWxylhgOQzdZq+zexBo9TKRxVL/AM0857a7UYnE1GPeVEp5t1EbKFWaj2dYnaFWoUwlTFNXQZlBdmpfez7qSN7eTXpuXCPTmzxZlA0AKqAJ06l4R6Tzz2E7S4wYmnhdp4dqGIdlWlUI3K7fDm8Oaeg6bbo4cJU0+jlKLi6Yqr4T6SHeSK7bp4WtIgmjIYhmJ5wN+EEBC6wGFeARNsbRpYahVr1nCYegjVXc+6qzh+0faztHaNZqeyaC0sMDlTEVlzNUX4puf9IMMdg4ummlSoaQUfEq1Edv0rOX9g8DiMPhMN3FLPuqzH4WbfnDUZXCPHZ7tJp1kdy6Nb2f7XbZwDg7URcTgGO/VpL+9wy/8R1TxrOwYPEpVppUpkNTqKrow95W35ynaO2q/wC5pth83foyPYZlVvBlm69neGNLZuEptclKeXX3VzOyr91d2c9PllLs1rdPHHTj5NGYkwXhGes+eEf4RLwzEOdD5b0FR5S9pmHWjtHGolsv7RVq6D3mbO380xNc73y8zNR27xBqY7F1MwJevVa48Lb0yxFzYm4M+ZP7mz+k4E1ihH4S/sOUhe/G/KV206m8Op3dJZ0h6iwy/alFXqhqjOeAOVREFbM6mVRS+Sy2fpc8CTNV2aw6kGq1WopD90q0+K/M3yTF0azHhoOfxS12PtCpRO4RrxDDvF/K8jRrFlSVG07Q4Be9YmpmqrTWs2Qd73lX5vgzL9qdP9kmP7uiuHNRKlJ0pYqi6qy/26u7U9/4cs47sPHZq71KuZ1Kszi+8+bdyy/7M9oaFDMl66th8U7UgiL+7oMyP3bNm+L8J9DAsUobpe2vJ+f+q49Q5+lD/UUuarr+TtfbPaH7Pg61Um2VOM8rbTrU6latVqVM7XZ2y+Fmbw0/nnTv9IHtmHweGw1Br/tNNMbVI8S0vdX7zfyThlOpusL6EzEna4Pj4MTi2pKh/G1s7kcgugEr69PwHkpVTH8M139BxMjYtr5reENmvC7NSVFxs/AnEVlVLfEdZ0zY2zbUxTK2AE5ZgsW9M06q6EeGx3p23stjqeJw1OrTZHfL+9RTv0H+ZZ5syk/4PTiilGzlvbSijY001W1Omi6/8RvG06f7ONv4d6KYcJ3LUUVMt92pMF2xQf6wbgDkVjK9Kr0yTTJDDfFjq0im1R9OH06GfD7uHzTPQlCqGJ42Amq7AgijVB0tWex+1vf4pzzsPtL9pwlKpxfLkqfaWdJ7GC1JvN2M9kZXyflcuP05uD8GgAiolYYM6nEVAIBDlAYiwYgRY5SkFQEwof8AGQWC3pFgRKwxNAH8IcEF4AR/hD69YBz5w/SAFaEBBAWgAgJ/CJvBeCCjwiHH1hiJqQBBEKlzgJgonjBR2/4Sv2sdF5CT7yu2wfCP+cEK2id7na8s8JxMqqFr8tDLTBHjAJRNrwoGEIwQF4CYmCAGD/dCv6whwgEABMYxJ3Tz0aPEyNijuN5K3GCj1/7oCYm/nATwmDQM3HjEVjoPVYoGN1uA48Vlsg/JJOvoJFzcORj6f8poDkWv4RsH8YpTw4SgXeKB9Ygfxh39JAN4s7pleTJ2MO7yleT9YATHTzjFSOtGKh4+kAaSORpI6sFoWIxj8WlGm9Soy06NNWd3Y5VpqvvR0mcO/wBJvtaadOns+mbNVy4iuQfCnu0/8UhUrMv7RPbNjK+JqJs+vWwuBTcBQ93VxPzM3imAxPaDF1XNWpicVUc8WeozN/NM/f66xSVDw4iSz0KCRuKPbHHUKKBcVXNNhmKGozLu/emv7Ge0zORTxS2HDvF/xTlux9nPiNwZrDgZajsnilP7shj0PinNyS7NrC2uEeh8PXFRQyEMjDMCvhhsx/HlOc+xDtDWo4x9m4oEB1z0w3+7dfdWdwCJe2VTfe4TSPPKO10ZI1decpe1W3aOFSm1Zwgd8o0Zvvbk6DXpUrncQ/Sce/0gTh2TDopy10Z3yAbuRl8UtEXYzW9omBVSA7mxbgjb0pdpe0xMydyrBQ2+WGrL8swFLY1aoA1NHZTxsImrs0oQHV1YjNZt2Szooo6H/wC2VF7FswZhc7vhkPtp2jw1TBrRpZnqMyuzMuVd2YjGkKN25I6+7I1HEkEZgGFrWbwxZpR5sZS5YADecraehvZhi6eCoLTFLvKwVarulOplzfDuLmecT/bt+lU7umWpZchHu5flm87P+1ypSZEemrIN1jfWebNGUlSPXgnGLtna623Gqph6lbCsCtdHtlZnoKrbtTKm9OtbMxq1qauocKRoHVqbflecN7Kbfp4rFUqtKtWK1mXPRyLuN8zfDO6UdAOA0k0tpNGdfFXF/I5iG0MihpIr8D6SGTwnrPnD61PxiiZHU6xRaCDpiOsbqVwqlnKqqjMzMcqrMrjfaNsum5pjEB2HwJUqD82WZcku+DtiwZMn2Rcq+ET+3WBTEYOpTa18rOL/ABZZzbstW7lMt/Du2Es9sdsTiQwpBkpWZWZwuZpz/a1bFtf9jDV3TVu7GZqS/wDxZ8/PNZHUT62mxZMUffwdDXagQ3ysVvl4eFvlnRNgYfu8PTTW4XMb/E2+36mnFfYiMVjMYamMa9DDL3qUzu5qubdb58u9O7pO+lxbVZ5dfm3NR+BcIwXhE/hPWfNCJkPbFbJh6znTJTdrj7Ml/wB0z3tAxPd4CtyLhaQ+80zJ8G4K5JHDdtLQv/7vhjmOY3Rs35s2aUVbZODqf7upRY8Cj94v5X/qk3blXePHSQqdThyE+Y5s/SwyzXUn/VlH2l2QcPSd1qLUQjKCB3brm+JZiqSeX4zV9vMbfu6YJsTnIHvTMLV9Z0j1Z71mllrd4HVJ8gL8hJOHOvXzkdG/yY8TYdDyhnphwXGy8UUcWsdLEHeVvtS67L9oBQbEqaVKqatRazZwu79n5ZmMC9iPPdlxgNm1mWpiBT/2VCtJql1y583h+KIyatHTNGLcJP5q/wCGQ+1VU4ivXrFSFUIiITuqir4ZkadLU301/LNZtmymsLkqtTLce8yrKF6Xi43YTcZ+D5E9Nue5fn+5Ws/HpeID3XLwFm1iqo4jneRmbj6z0I+RkVOiXs6pf92dVvmB+GaLYOLq4WoKlB2Vueu7UX4WWZ3Brdj0tLfDoRaxI8vFOOV0z6303GpR9ys0faWoajUcWuW9dGV0HhptSbI0q8JTJaoTck5Vjy1/3eS5y3zW+KWHZ00w5NTIUC+Fh4s3w/POEpWfcw4VijV8K2bP2P4ohatDWyt3oPwrO8dlVtQXzLGee9mqtLHrTw1RqKVkZVdstTK3ze7Owdj32rTFFXXA4jCO+V6iFqFakmbxNS3leenBdUz8f9axpZt8epKzeX/CBYQiknqPjiwYYEReKWAOCHeIWKiwKBgP4CAfwg6TSIH0hxJMBbhFloXCJhE/x4QCUgYMBb6iC/0iSdIAZP4Qhzib8Id4Ad4LxF//ACgvAFXiKhhgxt2/hACbnBRPHrE39YVLn6wQfJldtg+HlJwMrdtNw9IBXYbxH+EtcDz8pT4Pj9Zc4I8eEFHy34QXhX9ILwAhFRJH1gJglB3hGEIRPGUoGaRcef3bnXwtwkhjIm0z+5qfYaRgkk8ILQs3pDz+kwUAMRWOn1WLDekJgD0HPSAGTH6R/ASOefWO0DxmiElTx/vgvwiAYc1QHAf4Q7RsNFBuMUBvGnSVxMnYxt2QCYATNGKn/LnHmOnOR35yFELHFPpGKf8AGPKfx5wBa/UTyt/pJpbbLm981Gk3Hwz1MTPPX+kzskVMbgmQWesjI7nwbrbsj4R0x/dRw0mSsBTzsBzvBtDZr0ahQ6294DxTZ9mtkLTphrAuwz396cZTSVnrjjbdfBb9kdnmlvEC5GUKPdmlFYKQdBbe0mG2lVqqf3aYgt4cxdqar9lZe7DwtWogR3Id1y3Y+9PPJXye6DrijY9n8Ng8XtKhWogHG4ZHZz4UZmVEys3xTozviL37umSBlG/4pybsl2Rr0f2s9++Gxbpko1FfMKXzRsbB28xKHaxrYd/3TKhrK9TN4VVcuZ2aejA0+D5uqj7r+TpGLr7QIYDDUA9mysK9Ns04R7T+z20u+bF4pQtJiqZs6tve6qqn2Z1vs/hW2PTWljMUa1eu7MUy1qr4ZlbK1Gru7je9Mz7Ydr0MRgnpUnapXFRGyBKm748zZss9GSCjKk7PLCRx+hjqlNQFqOF8IAbLGsZj2OrMzMd3eOaNPSfmji29qrLuyBiqlzz/AKZwZ6US6NbjfVm4XgxCrYXNpW956+UNSzEDUk7olNEvC3ZwozG5y6TfUexFOtgy9NiuLQZ8p8LSu2FsgUKXeOLOwzZiM2WaTs3tt7vYA0FVs10ys2WebJkfcfB6seJVz5LT2BbTcbQoUHYA5XpOgXezUmTLmb809bBuE8R4HvKNQ4uiTTrNX/aEKHwrmzKs7h2I9tGZFGOp2N1RqtMeFviZZYZ4JvwevL9E1Mscckfdaujt1Zt085EBjOB2jTxFFalJlak6qysI6s9KZ8GcXF01TQoH8IomIBhkymDkXt+7WvTCbPomz1VWrWIPue6s532WwBIDPb4tZqvbVs5P9aU6p1NSmqEHw5lb/wBMy2O2gMNSZzoqLmt8U+Zqbc6P0+k1Sx6ZQhxfbJXazb1LCUwC6qxGXL7zTP8AYT2oDA4mo1i2FrbtWmMqs274lac125tCpiar1ajFmctYX/s1+FZXYXDvUcKgLMToBO+LTqHPk8U9ZJ3FdP5VnYdgdtaj7Yo4qkUoYRK6q6KWVlwzNvZvj3Z6h2Lt7C4pQaFalUuOCsuZZ4t2R2crWJz2rIjOifE3wyz7J9oK9O9RGq0zRdaLurZTTdv/AEyOThzHleT1YsGPW1jyPZJdPw/wz2nf6wjML7K+2tLH0EpO98fST94p8VRfim4vPVCakrR8TVaWenyPHNU1/v8AlBsZifa3iMuDprfx1V/SrzZk8Zzz21YjLQocdXdv0xk+1mdOv9SJxfatbeP9xlXVu+ga1+YlhiKYcE3Ga8gGlYz5iPuEDaWxO8s1wzgaZjM/jcM9M2KMSOYE2NOr/DzjhCN04TSk0eiGocVRgFqHNwYD7Mde5to34TdfslI9OEcp4akLeHTylcjqtXXgxK5hl3W48bS0o7VroFoCoww1Wpnen7tRvi/TNScPTtpYGLXDUCo0Ut5iZUjT1lqqMZi9UDAszVS1YqiM2XM27vZfhVZBqIdTZr+YnSaVIIFAC5EXIoA0VY7To07ElVNuNxDkZjq5UlS4OMbQpsrE8jK4KdZr+31Wm9VVpqoUDMxVdGmZyAX6z2Ql7UeHJFTk2vIrAGxPWXOGrcOkqcOup/5yfQqAW5znk5PoaH2KizSst+hjqPqLdYVDB1Kih0puVJyg5ZY1ti16dsyXBXOcpzZftTzn1VmiuGxzZhrtWpmkru6Mrkgbvi+Kepexzk4SkW0Yrdh8089dnMd3SqrU6ik7wBTLO89gMaKuCQg6qWQztp3UqZ+X+s5vVSpcI1KmKBlTtfaXcBTa+Y5ZPpVLgHmQs9qZ8AkRSxtTFgzRBamLuI0DDzfSUo5mgBiP4RLDhyA5fFKQcJhk+toi8O8oDh3hKfwiTAFFoC0r9t7Xw+EotXxNWnRw9Mb1RzlVfl+dvlnO19uuxe9NPvMSFzZRUNFu6b5vi/TASs6lfh1h3lfsjatHFUUr0Ki1KNRc6up8Syap+kgFE/gIQaIvCY+soHL/AEMbqNE5px72w+2Vdm1mweDppXxy7tV6n9jhm+HKn9q/6RLQSb6OvloKLceU8sbP9vO1RUDVBhatPNqiU+73flZJ6D9n/aqjtTBjEUsy65HpsN6m/vLM2Vxa7NPeVm2G1HpJ+aVO2G1P2ZSIi4E73/jLjCHQ+spMDLnBcD6wCRDB484gwX+kUBZP4wi3rEXjZqjqPxgD14m/CIB4RenmIAV5B20/7mp1KtJ2Qaayt7RC2HqWNtOMgQpNqYf/AI9D86wf60w//HoH3tHWNYGtgawBpNg6gbhkam36ZN/1ZQ/4dI6fCsppkf8A1pQ/4tAj7aw/9Z0dP3lInydY6NlYf/hU/qsI7Hw//Bp2+zBKGztSl8dPX51k/AuGUkG45WkUbFw3/Cp39JPo0wigKAqjkPDA4HCYYiTDMtkDJ/GAERB/jDBksCMY27IIMl4w7vMyFeACqdJHc8Yuo/GR2P8ACCiUP98XGkaKDQKHb/WYr2sLhRgK74hqSMqMtJ3G8lXLu5fnmsxuJFNCxsLDiZ5Y9t/aerisaaRdhhqH9mnLN8UjNQXJV0sTRxGZiyrVU5SDu5vmWaHYdYhQNARugmcz2eGaoMoY2OYke6s6BsyvlCg29bTxZY0fVwzcuzX08pW5C39JT1sQ6VS2S6g6b2VcsVTxlxzsRIGLoVKhvnbhooGWconrNjQ23XQGszKCEzbpzZcq7rNHOxvbfH16dZ61R6xp1F7sBFXusu/m3JicdQ7qgFu3eVRvb2bcnU/9HvDU0wOJLhCzV11O9lXKk9WCCu2fN1s74+Cv292zxFHAvUoFqeIZ+9LOisjb29vfFMRV9qu1GFi+HI/+TTneO1ux8NjcHUoZlo06jZS6DNlaee6fY+pXxeIw+GqU2Wg7KHqP3feLmyZp3mrZ5MdUNY/2h4+oldG/ZiuIp9y/7mnmVMvhVpze+Zj5zoOP7I1qJqLUbDqUDZyX3V3ZzzVWPkWWc2qO0UEib4HVsus0uzNninUUkHORmsR4Zmg+t+d5b7OxTlg5LMBu6mc8nKO2J8nUNk1UZMjrcHrCYJh6iWU5GOZsq5s3yyk2btdSotluB96S1xNWpUQLmAZlUKFzHNmniSdn0VRZY/D0x3iU1dKQF1RuKfLM8mJamSPdYqSJ1FexNV3BbEYbNUR3JGZsuXxe7MH7QuzdfBBXOVqVQsqsgbd+Hdf70j02RXJrg/Yw+o6Z4oQjNOUUuEbL2Z9vXwTLSYtUwjtmdPE1L5lnoDZO0aeIpLWpMGpuMwM8ddmaNerbIuVb6u+6mb7U7h7PK1XACz4nvqTBWNFV3Vb3mzZprDm9N7ZPg+J9b02n1MfUg9uRdr5/f8nYViiZR4LtHh3cJnAZuCscpb7suQ3TgRPoxmpdH4ueOUPuVHMfb7sv/Y1xq2zYRlzg+/SZsjTzh2v273tIqp3TlbjPS3+kLtwYPYtdcqs+MK4JAwzZc28zflWePMWu51J3jOc4JyTPdpreKX4E4UF3Cab01GwUNJwFp1FcHKzOm60iezfDI+JNR9UpBWIM3+0doUtWptSosh3Q4zZpyyZOdp1w4rW6yor7ZNLEhf3ZyFb33WaZ7HYrLX2gouA7LVA/z9qaOiUr1TUqIjPyKhcrTN4TCPtDatahhlDPVLUaS38TL833WmUk1R3xTcMsZX5Nd7LO0n7FjaOJa5VTlqKPeRlyT1rsraFPEUkq0zdHVXE8idl9m/sWJK46iyV6Z0p1Bur83zzuvZTtarBchAsPCPDOcMjxSp9Hr+qenq4xlD7o+b7OnE6zD+2TY9bFYJe4ptUq0nzZF8TKy72WW+H7UUCQGzBuemiy0obRpVPC6H6z2qcZrhn53ZPE7aqjzO/ZfaiqW/Y8ZkG8b02mcrYlsxB0YHKb+LNPYDVFIOqn6zyX7aKmFp7VxKYSoCmfM+QbtOv/AL1V+9OOTEkrR9PRTeeTi+KRAFYk6mOKeGoFvOZM4ltLOxHLWEtSqQP3j2PnOO0+j+kkbI1UGrOAPMyHW27Qpg2OYg+6M2aZxKGa12Zm8zFHCAcvpM0jrHQS+SZjO1bnSmgA5FjI+A7UOlQd9qrHiPdjDYdeg+krNtYfwka3Os6QUW6OWo0sscHJeDqOztr0nAs6k9LywpV9TxyndPvZZzLYpptZSWFbd0HvTU7H2g9GstNszI+i5vdb5picK6PIpGsr4dMgvTpa+LMniWQ//ZrA1gW7pVvzXdg7TY006HEBmORbGP7GUnDUc3jqtkSx8O7mnJp1aNqVFbU7EYTjeoB4tHkLGdlsIl8rVSw5ZlldtPtcEd0GZ2R2QkHd3dyVFftTWa4VVAvxY5ss2oTNLJLwa2jiCpVCQKKDKiDwrHsK4Gc2eoWOa+eY7F7YtlCMKjkbxAZQvyyTszbDAjRhY62lcWVLJJ8KzpWy3q1hTXukCgNcuNV+ZZ0n2V1f7amNUUK4+Vpy3Z+0jUpA5aiqyLq4y7vyzqnsaFM4as63NQ1Mjsfs7qzWH7keLWP2Oza4rBrUtm1twkmmlgPLdhAxd576PjClEO/CJWC8qILB4wAwoLzSLQqGI2TFA/WUgotAzRBP1iS0AdzROaIzSJtLaCUV11Zg2VR4mgHC/wDS52ru4DCrUBINXF1KYO8vgSkzf/lmG7FdmsL+zCviwmaoNwO3drl+L7U0XbfYGPxe0sTjMXRpVMNVRaQFB+8XCUl8K5nVfvRuu+GamlOpTWoKYUUwGa278U8uqm066PqaTCqt8nS/YVUpquLw9JmyUSjhCcy01bN4ftZZ08NOP+x3G0/2vFNejRRqdKllBytXf/pX+edaNUcrG/Qzph+08eqSWR0O3EQ5jfeQs87HmsPEOArEkCysbk+GeIO2SvX2niWFyuIxdVabneVv3mTxT0X/AKSu2KuH2UBSd6ZrVFpOyNlZl+GeeuxWJZsy1FDJ/u8w3s3j3ZzyT2xPXpsW5mgwOw6GECq6GtiHyrfKuVWf4Z2v2EVSuGxSGmKeWvmt8W7OYLtJcoO6WQZgDussl9l/av8Asa1af7MKoapnaotTKzN4PhnkxZHutn0Mmmlkjtgj0Ua/mJW7UrannpOfdnfavgsSQtQVMK5OW9Qqyfmmvq4lXBZWVkYZgynMs9impdHzMumyYvvVErANLrBtuzOYGqAeWvnL3BPuTZwJZb6xrF4laVOpUchadNGqux91VXO0Bb8Jw7/Sg7VYmgtDBUnanQxKPVr5d1sSqtkWmzfD8vODUY26Od9uvahtDaGJqgYirQwQdlp0KTtSTIrbve5N6q32pI7K4PaCIK37diqWbVESq33c29l+7KfZPZqhVp4eslRzmK96GK+LN4Vm6xuAZqS924pouVSEzLlWePLm5qLo+jjwLyrO1+z3bDYnBU3qMGrp+6qN7zOs0XeXnMvY/QCU6+Wo7LnXMCN3Nl8PxToOb6+U9MHcUz5+SO2TRKNWVXaiv/szDrJgbz+krNsUzUUpeyvu6DwyydIylZ54p1mU6Fgw4ENlP2s013Zf2hYvCsA7NiaF8rI5zGmvytOb/wDtBRpuRUSuSpynKVyyZh+0mAPiGPAvqAtHL/NK2dXjZ6p7P7ZpYyitWkwIPiU+Km3wtLO8849h/aPs3Z7l1fabK43kdKeT9E2w9umy7XtiL/CE/wCqRS+SPHLwjrIP0hgzmWC9tOyqhsP2oNbMdxf6o7U9smyrlVbEu98uUU1Xe++01uRn05fB0m8BMxeD9ouCcH/3mmejpTzL+SpHR2+wH/FqjXmi/wBUx60PkvpS+DWXhgzKN242fb+3fQZj+7X+qQ6vtFwCtlNSuV+IIrLJ6sPkelL4NjjDpITNM6/tE2UbXxFceXdMv+GMYnt7srliKwuM2tFo9WPyX0pfBoqrfUxstMdW9oGEvuVGZT7xRlgq9u8GLfv1H3Gk9aPyVYZvwatW/vij9OEwze0PAD//AKQNcv8AZ1P6Y9hO2+GrZloVS9QLf+zZV/NJ60as0sEi27T1Wcd3TyM6BmAY6Z8u7mnEK3s3RsQ1bGV6tbM2cpTXu8294c3w/lnUv2oi7E3Zt4mUe08VmJ1vPHLUyb4Po49NGC55MrtnszQpoBh6SKgW26N75c3vSgwmE1yNoR+qbmnUcIza5V3mHy/FIX7NSxKGoispBZDcZW+1NO3CzqqujJtg6iE5blZa7C2XUqk6kt8I96aXYOwEYjvHfXdAE1Wy+zFOnmuSR4lYHK05RlyalHjs5d26wNdKyilhqr4dKS3enTbxfmbfmp9h2Oc4fGIyOjh1OVxlbd8U0NauUdtBdGylbeGTtjbTp5yTTph2GUsBlzfanpeenT6PFLT2u7FtjT3LJ8Bet+mcw7P0XXFO17M6O1/ibxzX9p/aDs6iK+HfPRxRDpZkay5l8U5vs3tHglxNOo9dmpqzZgFa+Vp0eU5RwProldtcc4oYvxNVrZFvbezZt6cqr7OrKMzC4beIvvLNx2q2qK1eocPmGEDZUZwqtU+bLKT9qucr2DDgfdacZZn4Pu6b6TBwvI6b6rwZMob21v0mj7O0RlynRiecTj8CCSy2zGRsPWamRxDDpEsm5HKX0945cl1i8Mae8pAA3jI2z+1dWm1MgAZHuD4t3NOl7A7HUsZsx6pc1Kr0/dbL3bZd3dnJ6exK6E/uw1mZLeLwtkjYor3HlismSbjjTdd0jsOE7Zh6SubqWHAnww6vbWkd1srcrHenNEqtRGWwFsrFT4W+WPPtKnTK1VoKVvvZTlZWnkWNNn1sunljhuvldqjZVtqLUIsbAcFmhwGHaogqK4UouYlXysqr72V5zen2w1FsOwYai9Rf6ZYUvaRXXTulItlsWX+mdPQX+UfNeof+WafsP2jxeJxjscjYekWwtKu6ZazLmTw5J6T2RVbuafeWD5FzXnkjZ3tLxFJgwp4cEHNolFc32sizSVfb3tKwC08GCo4kK2aemCUZWeLPunFI3f8ApUKX2dhMu8RitQu9/u23p5n2lTIQ3DA34EMs7Zgva3tLEUi9UYKmrHKmSjTZm+bfnNfaFtKrjajPWqF6ijKhsqqq/DlTdknmg5JfB9XTfTs8NNKTSqXXPP8AQyvZ7aD0KhK6hhlZfim2/wBb4erRykEVDxB+Kc/2e9qgvoL2N5qcRhmFJmSm7HIzAhWaMkE2fOwycUN7U21ToIyUSDWbdFuFP5pX+z3aVTDbQoV6WbvkfOLeJpnqqkEhrhr6gyx7NYs0cRTqc0OYaZp021FmI5Lmm/B7e23sDAbXwlJsQiLVemjrUuq1aTMubxTlG2ezGK2PUFSnUpYrB3yhg6rVp/aWc0PtKrWI79x0AXwyPV9olY/76sQOiLOMpblTiajHZK4y/g7Hs7ayVLn9owoI8e//AGbSXVx9E3AxmBDD/wCOqziWH9pGLpoUp4jFKp1KrlVcze9Lj2YY6vtTaVOicVTpuxzl8Si1Fq5f92q5d9pmOKP/AKsss0//AGX9Dpa7SOnd4nB5mzZQcRlP2pxrtKe8xNZiylS7Xamd2pveKdm9onYcYbBVnq42iuYbgXC0aGbLv92rJvZm8P35wsUEW9lznmbxNKPSo+z9Ig5Rc3zfHVf8cjT4OmwGVjp0MH7LlAsWPoYtsHfUZkA533YlMwJs6sPOcmz6+xJ/aPJSDW4hgOIhVEdfMfqialZlsWUkcyvuxa1w+qlT8p8UzydPb0IDfTSN4uldeuvKOEnTTjzjqcDoJpGJQtUTNiqtNKdWyhwWIOWX20AtamlbKtNKb5nqHdT7vxtKOkCiDmANUI8S/DG8ZtgVStIoFpU1bKl91ftTEeZORdVghLHCFJfkT2x2pSr1qIRyaKZc7DN4vl+6s0eB7QYbv2s+WhQprRw9x/aO2TM3yf8ARMHjRmPgABPKRghHJgJ37R8eenSdDu0cOvfVbFXXvGsw97ejS0ByJBjiMPO446RWW/L6iXcdY4UEtJgRwPqJPwt+hHoIzQqW62ljhzfrOUpHtw4UjQ4Hb9NFXv6ZalTXRm9ydO9lPtK2YlI0CzUWZ2a7Lo2acY7ZYSvSwSOaZFCvls5K5W9/4s0xmBqlWBFwBynfFjaW4/NaiUHlcJcq/B75weKp1UD02V6bDMrKcytJAPCcJ/0cO0mId6mDKtUoBf2gOTu4b5fvTud56YS3I+Zq9P6OTb2u0O5oAYi8AM2eUcBhExIhHnNULDB9YtWjaxV4Ad/OFeJhExYoFSplBJ0UDMZie02M/duzllbEMtJVf/do24vde74d7780W3KoyimVLiod6x8KL4pzL2nbVVO5Sm6lg2tI7xVW3M074uOTpBFnisBUfAMtCorUSHohW4s32vtTj20MLVp1GU50qIdRb3vvztWzjRfCYfu3NJndXUA5Wzb7+F5iatB8ZtKo1fOKSPkF1y5qVLwqvxs3+OefVQ3JfJ7NPKm/hEXs3st2oU81bJUDftDIm67Lm3czTedntovhlRi71lrNnfMc3cK27SVfjlXhRhs9dq6LTq00VWyqy7nurlkHs9tbCvWqYSlcoqKwuzZq9VvdX4Mq7v8AnNPQoKCr4PPOW62dUp4zMAQb3HKOUsRc68Zl9huaaZahSmV3Fpg7uX7XxS1Svry+K05yjTPO40ch/wBIHtAleuMEFQphyr1HIzM1XL4fsrmmG7F4ZamKCbp3GOVSub7sV7R3P+tcZmuL13a5+aU1J8jBlIWoN5WU5WVp8zNK5Oz91pNJBaZRhxaXJuu1GyKVKhUqPuKF0DTmFNCx4AUgfq02fa3bH7ZhcMpZg9Nf3g8Xfv8A8Rm/L+dpVYbY1JqIdsRTo3OqFe8b7Xi/TMxXhOznhwenFynwVCVsr25EaGbzsT24q4bJRqZWw2bLdvFSX4lnOdrUlSt+7qMyg5c7CTnemGVadVKufLvANTyt82edFCS9y8Ey5sOVenl89X/nB6U2TtalXAek6up3rqfDNdsqremOJnnnsrif2MA03LNf95rutO09ktr06uGWoGULbeB/3fxZp6MOZTR+V1emWOXsdrwXe2tr0cJRavXqLTooNSeLN7qr8bNPM/tp7S09sYig9JKtNaCNRUOV3szZ825LL2ydsTjMSadMuMHhiyIp3e9f3q2X+Wc5p1wbtqQDl0mMmZ37T7Gj+l41BSycuXjqi37GYXuy1zdwFYD3Zpau3VpgitmQW1Kb0z/ZC1fElFaz5GYA7ub7Mkdp6NNCUNTvKg1dQN1ftTyu27ZqenrI4YuTq/sn7Z7MpYZqbYhabvVZx3o7vvM3h3v6p0xMYrgMjIyNvBlOZWnjmsw0UWJPC3uzqPsI2pXGJqUMzNhhTaqVLZlpt7s9eLJ0jzaz6YoxeRPrl/8AR3hanHhG2rA29ZB7w68QOkcpVOPWelo+GeQtt7UUE5KFCzHVmzMzSuG10N70FGvuOyyLtKtmtbgM147gdjVKgDbqqfDf3onV8Hoi3XI1idoXIyIFXoTmhjaAsN1i19d7dk9+z9RuLUQLe6JpvZ97K621atVExFGitFFdmanUqeJt1ZmzayGTwO2e6bOEBa2Xe3t2G20g7l94MWzXtuq07NS/0b6mmbaNLzy4dv8A+yYXtr2RGy6tfBmoKrU0V+/Kd3mzL8O9NKDlZn1lZnz2jqC9qhDeEFRvRB7S1v8AiVD91ZVVVp294m/TLGWA85w9KPwdfVZcHtLWA0qOPyxB7S1/+I4+iymIgIj04/BPUZcVe0lc232AHRVWNv2gxGm+xH3ZVFTAEbzP0hY4/BfUfyWq9osQPfa33YD2hxB99jfzldTptxyFvIq0m0i/AYVWP2KzNHpR+B6kgm21WJ8TfjOx+y/Bmng1q1L99iT3xze6vur/AJ+Ocq2VhK1SrTT9kUB3VcxpVMqr8WZ526juIq23UVVsB8s8uqpJJHo09ybb8FliMTx42lbVbidLA5oDX4DUXHCZTtb2iXD3UWNQhuB3lnnxwbdI9MpJLkkdrNuilRempHe1RkFvdX3pS9ne1NdKweqWegQtJ0GXwTJVsU9eqWa5udPlltgWtbQEDLe8/U6H6dF49s/J8nPrHGVx8HcdkYulUVXplWRt4W935ZqsFXpWAvr5zgOy9oV8IRUw7ApfM9O+7Um/2D2zw9dRntRrjxU3OXe+WfL1v0vJp3fafk9eDVwzrjhrwXnb2n3Ro4hKgppnSlWICt3lJv5JnqO0FFQ5GUr4gQfFF+0LblCphRQWojvUZWKqc2VV+Kc62bjmp1+7JNlC5fszzy0s3g9TqnR1eWKns8vkufa9s0YiiuKRQa9Fcr5ffScj2eS1QXsFBzMT7qzu9GqtSmVbVWXKVPwzjm29mNhsXUplWNItnTT+0XNuzlhlw4/B02++LLBqum6CygfdkDG1SR4VsDfzWPIdOCr6GNYlmseBHhItOa7P0eSVxHsJXzoOAMKtRBI4Busg7OqWuNBc6CWtJM3BlJ6AyyVMuGSywVnQvY32gFLvsNWNh3b1aRtut8SzCbU2w61qmSy02dnJtmbeb54eGd6Lq28MpzAiS6uBw9TDtUVqhxjVW3LKtJaWX82bNLLIpRSfg549HLFkcsfDlXRFxONRh3gszALo0YwzU66umXIGGpB0VoeE2M7uEplVZzoHOVG+9Hdq7ExOC7t6tCpRWouYZxu1PmWc1Xg9OSc0/wDUXD7/ACZPF4RqblWaxB+bejJT5z+qanEUUqhKhVWajlYq3hdV91ofa/aGExa4cYfA0MA1JWFU0WZv2lmybzZ57MeVNcn5TX6SWHJUeYvlMy3dr8RjuFwyu6rmOpjowSfP+MmbK2fmqqKaVGqE6AbzTTyKuDzY8XuW7o1dCoqoqqLIiqqyn2rU48OM1Wz9lU2Xfdsw/wCGu7/NM92w2d3ILK+ZCbajKyzxRj7j9fn1uJ49sX0Y6r4j6zTdntvYqihWnVYIRkZSMwaZYtqfWaLY6AUSxsQTkK883u5Z7ZdI/M6Zp5HfK5sq9tqWqFjqz7zEfFImCfK4PTjOiYns9TxFRSgqqjqgCqvhfLveOVXaPsdVoIayo3cAsuY7ysssLlG2NTCMclx/HFMoNp4WwWogvTqdB4W+GQwrfAx+7Nr2Ow61EenV3UZGWmL73e+632FlRjab03ZGuGUspnJZGuC58MG1KD77/D8lEaVS3gcD7Mn9mNothMXh65DgUK9LEFVOVmWlUR8skgMeZ9LzsPsc9hFTayLjsfUqYTZR/s0Rf9pxy/Euf+ypfNz/AFTccls8eXGoK7B7We3GD2vQwVWg9XKgdKlFxlag7ZfF7rzmVWvY7rgqfLNN97dtg4HZ2NbB4Cl3OGoUaVwztUaq7LnaozP705A+KdCcrAW5WzRlwNu0fR+n/VlixrHJcLyi6fM3idiOlo7h6K2tx9Znxi6pHjbj0i8NmLC7Mbn4pz/Ty+T2v6ziTtRbL2pQdfCW9DvLI7MtrshDfEkttjbN70aVXVxw95fvSLt3C1cM2uR1PNR4o/Ty/c0vrGCXdx/ixnC1B1YjzGsm4dRcHX8JX4KrTY6Eqx5Xm69neBp1K6mqFqKPCrDdZp5sicbPow1MNm+7RQ16tgbgjTSVWyQmas7WOUtYETv/AGz2JQq4SoBTpBu7bIyoqsrZd2ecMLTq2qquYOpa+uXw5nbe+7JgjvTo45/qqdScft/klVTqeGvCJH01lbh3dveIN+J3pJ3l4uT0ASer9PI8K+r4vKaJJpny4dIhfx+kh1cdlGmYn0yyxoFzRaplLKgV3yjNlVvimJYZI64/qOnl5r90KQg24g+ck0U4atf1lWu00vwYfRY8Nr0wRoxPkN1Zh4p/B7Ia/TL/AM0J7WVKhyoxc00C5AS2Vfsyn2fTzVEW9rniZuCKNemBXNIDIqoLZnZd/d/V4vk/GhwGx+7d6jPRCJuoA6sarZvdWeuEWoc9n5/WtTzb4K0/NHcvYZSSli6dOncKaL5viqtubzTuQnCPYpUH7dR6mk6j8s7qsxp3wz5utdzsXFRBhFp6TxjgMDRgVOfLpF3lsCwdPORto4wUaT1GWoyouYrTRqrt8qqm87R4NAWgGUbt9hlBz0dp0yM3jwddf8MyW0fbHQ/aRToopoL46tR1p73wqv8AVOoYixBBAIM819s8LWxu2aewcNToYTDjEVa1eolOnnqozPiMzN4sq0vCvxPLXBpJM0fbb2g0quKY06+SitKkgZW3WbLnbeSZhtqUqzBxUJqEqwY72bL4ZW7K7fPsmtjsFVw9PaFGhVbC0BW7te6WkzrvMi/Z3Zi+0vaKpiHZ0oUsOartiCKQy5V92mvwKs4zxNu91P4PZizKK2uNo7Iu3K706aoKFUUd/XdLSuwvbmphKjO4wjVUDZUd8rU2b3fyznns4221PFMapdk7l9C2bL+eWnarHYZqi1GpKXqnLdiu6q+Jvyzms2SMtsuTrthKLcfaX+E9plTFftCVBSpF2z51bN8irHuxmHwC4k4ytjqiVEzqtGm9OnVqNl8W/wC7OL4vFlqzOuVVzbqoMqqvuy27MVc+MwwbeRqqKyn31zeGej3t3f8ABwbSjVfyeisFtvAs4qPVrVqo4O9Sju/ZVGyy7p7bpl0KMz0SGzqHo02X4d7enNe2WDwbYSqUopQrBc4dBlbMu/Oc1KqVsQaWCo4qsKQZ3c1codV8TLu7iy8/JyUtx072xbCpV6i4jCo9Mvu1TiK9Go1VvdZVRZywqUcoz02ddLo/eZYztHamHqrT7mnXpVwzLVDVmqfZytKqsChvvXJvmvmnDLFSfwfY0WtnCk+Ui+db9bdLxFRLA30XlbxZpEwuPWwzEZo7UrBudx1nj2tH6FZYTVpkXGndN+I3ozsik1SoEVVYvu3Izd2vxST3BchV3mc5FUeJmlxtHBLssoiYijUxLrmrFE7xaTN/u83yz24JtRaXZ+e+pQW9NllVrtSFPD0Qz123FUeJm+KbPY9VsJhv2ZWeozs1XE1B4alX/hr/APCX+M5rsnHV0qNUohHqsjMzsv8AZp7287bktthdpcXWqZF/YywzeI7rfdRpiWGSVLt9ng9aLdvpdErtphalZQyUmNTNoFXM2WYtcNUpk56dRL/ErLN1t7tTi8KQHTBFmTMMqVP6pebKxVLaeDTvFTM674UeFvlnOaligk1x8nt0+oTnutuvBzjY+KejWp1aeQVFO4X8Ct4MzfZjOPzGo+eqKjF2zOubJUb4lzy57UdlKuFzVKTI9BTqrtlZfz+OZentF0OiIG+Zc2WZj7lwfU/UQ+7ySsPq5IFgo4x9NpvQDGlVxFKszLbuz3YZPmZGm07MZBs/PUVM1TPVYZVy7055tl6bVCULZs7XULlWmv2p6NH7sv7Hg1us3YXFLs9L+zPaz4rZuHqVGL1MrIzE5mZlmmV/8mc/9i7H/VVLl+8q2/N/6ptWq8Onr4Z7sq9zPzkejxvWXj052mm2ZXHdoOLZFW1s0zY/vnsn2b7Nw1PZuBZKGHV2w1JiyU1VmbL4s04XyemfRwPYPZPaONZRh8LiCjH+1qK1Civ/ANV/8M9CezTsimy8MULLUxdXK9eoOGb3VpfKs0SNwtraOBv4S7Tg2O5vxnLPbr2HpYvDYjHCo1KvhqDOyhVZK60t/e+CdOvM77ST/wDpO0PPC1//ANt5uPD/AHM35PFIGvXrO37G7V9mKeHoBtjq9ZKaK7NSot3j5d5sztvzh78tbC/3pcYMbq8DcTzZZOPKPfjgp9nZG9oWwANzYWHNjzp4Zd78sSfalspb5dh4MW+Wgv8A/HOROv4RJUc7kjnOHrSO36aB1bE+1zCnRNjYIedqe7/+OQ29rI93Zmzhbhp/0zmTr/EwlW1+N76R6sh6EPg6VV9rtY6LgdnDX4WaI/8A8tYrXLhsACByRpze34Wlr2a7P4rH1DSwtNqrAZ3bwpQX4qre4sPJL5NejjXaOk9nu12L2gKgqLQSgpVSUTLmbxyxrN+HOV/Z/ADDUUpaFlG+3xN70lYipx4m88k5OT5PVjgorgrdsY4UaTOToozXnI9pY016z1DxY6D4Vmq9o20Tu0QfFvNY+78MxlNZ9j6fhqO5+T5+ry29q8EzDtlPKSf2q/LSV8JqmnP0n2YZXFUj50o2XOC2kVPOxMkVq6sQdM3lM6r/AE9I+KpndahtU+THp1yi7pYsLfjb1g2jiP3lOqt7MMh+WULVDcSZVqfugNSL6mefWZIywyTOmGL9RSN72e2kGA1vcczJXarZQxdE5R+/o76NbxL8M59sTH92w1IUGdH2RjwwBB1tqDPymSO12j7mOdnP6Oyq5BISoQDlJtlkfaGCqoCWVgANbzp2OQAFhax4iZTtVUAovyusxGVs+l+rlVUYPDUsxPrLKlh0HxX9ZWYapaS6da/rO80zemnGueyyp411Fr3UcjvRP7YASV0J4jlIIfXzgY+Wk57Ee/8AUS8Mv9lbaNNiyOqta1qiZl+7J+1e0DYqiaT2ayZQ3i8PwzHEjTpJmyaZqVUppYvUZaSi+UZm3VlUa6Mzzqdb1dEnYmFd2HJL5btB2m2I2HcONaFTwt8LfDJHdV8FiGw+JRkrIcpU+FvmX45p8G9PEUjQqWZXG78re60kriz42TK8qq+ujA7PwVWvWp0aQL161RaNNAN6o7NkVZ6K2lsXDdmdkihTWnU21jKDLisU65mprVX+zofBS/v8U5Z7McF+ydocCKwuiVWdWtut+7bum/NNb7fNptUrFrsQWy6nw/Cs9Eaas+bkveosy+zcSuQ82mc7b1L0x0LayRsitoeVxKntYxsvEqS2s4Rj7j2XwZU8TLbC1NwcTYcJXNSJOnCWOEWwA4Hznpm+C6TG1N/k0uye0dakLqVZyuQkj+z+zHm26rowrK9R2ze/ur92Z6mvTWSFp3ty9ROEnbs+zhi4w2oGy8ZkfoA2mvhl/tHDDGUzVp2/aKS76DxVV+KZDGqyEmxyscwnQvZpsnMBUfMzMuZVvurGThbj4TtScfgzXZTDLWx2EoPcU62JoUXtu7rVERp73puKdCiiqqUkpotNFGVVVV3VWeGu2GH/AGDaNGtTFgKiYoL8LK2eeu6GOG2OzhfB1mG1O7RkF8qplyvS3vuzri5PBq7tHnz/AEm6LLtZmIsK9FKoP2Vyf4ZxKums9L/6RWya9bZ+Gr9y1XGYQ9ziXQMy00Zc/eZfgzLPMmJ8RuSTfNPVfBwgODh/4RzDnURhfwEdoDh1lRo2HZrE5SvW+t5bdr6a1KGa28Byme2K/Dl700ePscM/UDSbRzfZzpF3uPobZZ0vsxX/AGZ8De9qquhPzbjLOb4cZnHM5uk7TsPsPX2ngFfDvRTEYR0amrlqa1PiXNOGaO6LXyejFPZNNnQMJihWo2FiSMs4X7QuzlbA981VFCYmu703UrlZfhnTF2ZtDAWFTD1goGrIO+TN9pJmvahjv2vBBXDB6D96Bbe+CfMwRljml4PpZ5qUHRyPBNqVJyg+9FVajXIzWF+NvFIjcfSP0m48LnrvZp9ej5LJDgW3jmNstorC4yvTWqiMwSsvdOtt1ljdGne2n8ZPw+HHEi+nMy1Zm6KQcehB4R3D0wWvqdeAEG2EtV0taytYe7Dw3LRjfpFDwXKVXVVZcpybq+8yrNls7Y64js/jsay3xGFxeGpBiVVVRvEqqnjzZt77sxaqy0mfLcbu77zTQ9inp4jDYyg1erTdnoOlG27V/efvWb7KzzZfbOz6+nkp6fbfKZs/Y1WcY7Ck6BmyW+XK89FqZwPsXs+umNp/sipUqUEatZ/Cu7k/xTpidqsVSIGLwLqBoaiHd+1OWnfDPDrIe5Ua8tDzSJgMfTrpnp5xrlIYSReepM8NCRxii+nWJU6mEzcZSCw4+sBeRxxMMQAVGnFfZ/T73tXtqu+rYdXRST4czIn8qztDzhHbmpi9g7R2hjaaUalDa691Td2/90fxszL782lfBUce7Xo9TGY/FBb0Dja9HP7rO1R3y/lWUlTFPlF7FBwBHhkzH4irl7svmotUbEZQd1qreJvtSDWa4lnGm0do9D2Lx98uQLTBprSbIMub7XzRFYgotyzVCd0Ft2mvvSEV+0QI/RbW/PlOdGrGmsL8by37GsxxuGVACe8Vv6mlVWW5mj7AtTpYpKjsAuVkFx7zbiykb4Ok9qquTCV20JCNoZmfZvTFHDYitpmqBlzfIq/1S77aBmwVdRc7maM+y3BpjKFPCI9qtYVVe3iw1LNvVG/wys5r7TH9i9gNjExbhWLKVVMo9/xRyp2crOTRqA0qy8O8G7+aepNm9ncJgsMmHoU0SjTXKNNanzM3vtMh22weHamc+VX9x14rOc4N9HXHn2yOGjsViEIDPhwrHLnYtlX9Mvtk+zDE1hda2CZeoatl/lm19nGwam0TV7wsMDhn7ovbexL+Pu1+BMvib8J0XGYOnhqXd0lVEQeFB4Zyx45P7j1z123iDOHYDssNn1qlSuysKKsyELlRmy+7n8c552heo9dqrBgtR2ZfszuHbLH0mUq4VteB8X2pyTtOaIosqMC2dbD3lnSGNxluOc9S8q9wnFUXXALVXQOrUTfdbK1T/plR2SzDGULfHNFtz93gKKC5Xc55t7LKbsmv+1UzxChnM7Pl2eaK4LL2j4vNiQvDJTRb/FJHYftUMKBRYI6k5g4GVlb/ABxjalNKuPql0FSnToNVKFmVajKu74JRYGmHqe6i3zBV8KzOZKcVFnXDPYzo3aDbCAFHUGoQtZLfvGXNv5W+CZmri1a+empB6orQ8Vktf3gNTeVFXEnWwJHkN2eeOBRR0eok+uCwxe2WyFEuFtkyfLM/3LBlJtZ95dd5pMTGaG9ip43kWuBmzA6fDPTp6hI55JuUTvnswxnd7MoKQNcza/M01X+tF0vyHI5phuxlNqeCw4OhCK/5t+XLVPtXt0nSbuTZ4kjzff146az2N7Pa19l4Hmf2al/LPGpf6T0J7Ae2JxFH9jqse/wyL3ZJ/tKS+7OL7R6pq0dtpH8Y6r/xlUMUqAl3VFtmJZlVf1ytx/bHBUgb11ZhxFMd636JujzmoLyg9opvsraA4/7LX1+7M3jfaRQH9nSr1Lc2y01b+aZvtj7RKlXA4umMOqrUoPSuXZsqsrp8Mse0KPOTjWWOEOi8eC8DKlj9JdYBt1eWmaeXOz6GDsW7eoA84ljxjrfjEk3+Gw8p5j1DJPrDzeoMMrx4f1QgDbl5XmiM0vs67LVtrY6nhad0p272vUtu0KS+JvtfD80732gTDbLwa4DBU1poRkdx467e81VvE7Su/wBGrZPcbJr4wgCriXZVa293VLcX9WaU/bLGF8WwuTk0+9N/bByPLfqZVHwivrne52trImPrWUm40GbjFNf169ZQ9pajgZd4B+dp44K3R78klGLb8GL28e+rO9ydcoHwytpgKDdWGuhPhk2uDmPrI6KXLXtlByn5p92NpUj816rlbYdCkH11IJ5eJYVegq3534X4x2hSGoDNTb13WhPhiWIYksBobze5nNze7sXhMEGHCxP5o7i8JkUtawt1isMGX5lXip92ScPVFQhXzFSVv1WbU2kcXlkpXfBSrRLWsDZuBnYdmdkqKYBaLBXZ1713G9vsvxTEV9jm5NNl7llzAfNGez/aqtg6mQs1SgDlKk6ThqMkkkme7SZVmtx8F52X7F0v9aLQxGmEdaqg58pz5f3X6ozj8O+zsXUw7klEdlpufDUSbFatHHUldSBUsroVO8rTOdolaupo18xxSb1KqBm7z5Z4ZxVH0MWR7iz2XjlrIU4gj8szPavAVGpuqhi4PC3imx7J7G7qmpN7AZix8TQu0WNVQWFroek8KdPg+mmcPr0GRiGVlYcQwymFY6Gdaq/smNULXRS1sodd16cy22exFand8Of2ih4rD+1X7s9EcqffB1ijLUcRpZ9OjCSVU8srL+qNVsC6khlYMOKsN5Ymnhqim65hbWV0e6G9dqx/ux9YKYKOrpcMjK4+0sk4XE2I76mCDu5x4p0TYvYSpiKQqLTVVIzItTdep933PvTjLJt7PZHHjkrlJR/fg3myey+H7WYKitOpQobWp0/3dV27sZlXep1flnK9i7CxOHx1XD4hSK2GqNh3Uby5lbxZvhlgEx+ysbT7jMlZgvd93vUq/wAStN3srBMDUxWKKnFYhmrPbw5m92dJ5E4L5Z+eeH080kncfBT7bwlNRRraLXwzLWVh8viWM+0PDjGYMV01IVXNt6SauBfaddsLh6lNKjK2+53VkzYvYfbGz0NKtQGLwR3Veg3e5V+ZfFklwXXJ5tTKNr5RxvAueGotxvJz2YahWHQjMs6PiewOEqOSe/w1VjmK28P3Xkar7J673/ZcXhnPiCV1agzfeTMsrg7JHPE5vidlUalyp7tvTdaRq2yaqg5Fzr4s6701m3OwO2MLc1MHVemuufD/AL9Mv3JmBtGpRYgh6brxVgysrfZhxkerDqtv5GMDhqga4ZEbmH8X5Zc0QKu7YGoN26jRpHp9pWNswpvYe+itLXZ/bHuuFKgCfeyazjOMj6+n+q44KpJ/5/YqcTs16tU4dKbtUA3QF8XzfYm+7F7MxGBo95iE3VGuV6bZf1Sgft8SbOlJkbday5Wy/chY/tb+0UalGjUq00yMqUytOjSy/a8U01KSSaPk5MsHklk+fBe9qewu0trMcRhMP3tFNzL3lOm7N491Xi/Z7tXbWway0cRhMdSoPUyIz0qjUlZm8Obw5ZX9g+1OOw7pW7zE06YC5nc93SqKq5N1ff8AuzdbX9s+KemadEpbnUdFz/dnrx4/B8zPkbfKOgbS7TUMXTqUsVhqlH9ooNhKvdM2WqrLkZsrzyJ252ZTwuOr0aRqGhTfKjVF7t2T3WZZ0in22qVajXd3qXzMw3lVvmac27Z1i2KqNq2cq5LHM3h+KdoxaPPHspkMew51EYSOUTrNGzQbNf6k/pmhxrZcHVOvgmc2QwuOHlLztDUK4Fvnyr+qU5vsyuxqd6i+qz1h7C9opQwDKwokvWZ7PxbdWeWeziXqL0BnoDsLWpphkzU6rtmzXTdnPJ0Vq2dwTGYaoNaZW/Omcyyr2z2UwGLR1cUDnVlOZFpvlb5p5Q7Z9o8ds/auJ/ZsTiaKtU75KfeMyZW3/D4cs9J+zzbD47ZeDxT5e9r0VZyPDn8LfqnI1kx7K5uzyL7QthjA7TxeEFilGs6U2HhZPHSb8soqakcNROs/6TWyhS2lSxALE4qnme58LUt3d+7lnKKQ6E36GegJ8E/CVOFxc+ktsPlIG41/KVmCZtNAZd4FXNrAC/U+GUzIzvaJgK4sthkXSDDVAbco12gN8TUF7lcqk/dgwNj+MWVdGu2Hh6dQMHzFSjXN/DEdktjvS2kpuGwrZmV77rL8LfNFbEFPS5bKQ2mbLK7Ym1jTcqxuobT5ZjJFSVM3iyOD4/odK2X2yrbM2jUApp3D01zFx/aL7vdNOjYf2h4PF0KlN70qr02UBhmVmyzlIOHxNBkqWFXKz06l95WVf5ZjKGPN+OqFl4y4sSjHaYy5N8tx6o7DVc2HJBBBfQj7M0Jaebew/b2tg2Chi1AneRvD92du2L2npYmktRbhWGt5Jx2nLs0KtqYDKlNr0r+K2vSPjadIjxDTrMKRdrJZaLJkFcdTI8an6yLt3tHhcHSFSvVVFI3QDmeo3yrG4sYOTpclrUMw3tGw9Ovi9j0KiJUpVMXVqujr3istKi77y/B4Zne0/tnoU6b/ALPRd6nhRqjZVX5ssa2b2ww+0Np7HKPmehhsVVrXGVVqtRRP6ppSRueCcHUlRz7/AEj9n4fDY3C08PRoUKf7OzkU6a01qM1R/FknPuyWzf2vH4XD2JWrWRXHyLv1f0q06f8A6UABxWBe989Cqth8tT/qlD7BsNS/bK2Jq1KNMYallp5yt6j1dzd3vhVvzzcn0I8ROidqOyez1VcuEwq+IXVFp/yTgW36SpisQqAKiVHVQPCq5p6K7R7SpvSDKys2dk3W8Tbn9U87dpVP7XiOH9q97HMubNImIDnZ3ALXqVM+YrSovWOU5d5V3ZejYVNNnJiAawrt3T+Ld/tPhiew2HIw+LqlCVdGogk5VyqudppNr01/1OtrEBKTX/8AqJIWy+qU9xQdVKqtvij/ALIMKlPamOCIqolNGuo95m8P5YxUe6U7fAl/yyf7GDmxe0245npJe3urnls5tcM6RtDGtlOvDlOUdvcLj8TrSaktAZmcZ2V2+FfD4Z0ramgbiPWZ3EWFM3ygFeJOXNNXTs5pFh7IWbD7NSkwUOjuz2bNvM3izS07Q418jsATuNKbsK96ddQbhXW0nbafcYXtoy2i7D7PP3aXamJxFRz3ddVJbKiL4vtNM+uHrBiKlOqNVZrozMubw5lm5qjefkAWtIexW3ajHUs7a+KJTbR3iqKzE1XxWBNhvUn1uMuZVlDgmdQSpyErkBzZWqTVdnLZMQvEd86kGVGMw1MriDlAK1UpIAf7P4ssQkk7fJfwL2XtLu2rPUVqj1aTUT7uVcv2YxsKn4m1v4Rp7vvTT7K2LhsoOVixHAu2VZB2mq02ZUAXyHuzU3B/bwRWitxT8eNpKp0gKY0F7ZjKvFVNVHxH8sffEEi2tvCJyRopMW9qjAWAvJ2DSmaRzMAzOug3myL4mmtp9i6LqHzvnZFc3XwyPtPseKdFqn7QQqKz5e7Vc3y+KdEo1yZc74N92d25g6lOlTp1qRqKqoEY5X3fllniq6qfe1GotONdj8LXtiKlF1p91l1ZVZqjePKrP4J0iptdKwpkFe97tO9y/F4GmbMOKRw1ufIXl1sXbL4Yh6FqdYDL3i+OU9amVLK2jKzIw+ZYlTw4iZPR2abEdrcW5369VvJmZpGftFiNf3jW6ZpRMfWJMGdqLo7dr6/vag6bzRqttes6srVHKsMpBZpVx/A0S+e1gETOST7sFpDUtaFWyDraVXWXOCQZBe3DSccvR3xdhU65Y3sAB1iu948PoI66aeYy3tEG2vCcOD0KxAqcbw2MMj7OvlGm48hAZ6w9iDg9naCrxCPf/wC485d2pxBXHYgDlUZdZe/6NfaVe4qYN2BamzOg+JKvi/VHe3nYTF/tVbEYema9CqWqgI2Z1+LdnRpuFfB5MctmV3wZKjjbEcBrxMdrOlUWexuOFt6V+NwlWhfv6NemRu3emyrGExaA8QT5+7PK40e/cmvkg7Y7LNq9El15qfF92Zd6dSkzBkYN8LDxTo+Dx/XKVHnLf/Z665KtOky+Em2/PRj1clxLk8OXQQlzDhnI8LgajXbW7HN96W2FwAyC+SrfxFDvK02m1uxgqKf2OvkNtKdT+qVnYXsBXbHiljHrYfBujs1Wg6stRvcXN7k9sNVjdV/ufMy6DM093HxRVDZtxuAcNVkWps7U8VccAd2bztP2Zp4ZO+w+IXE4PP3JrId+k67uWqv+KUVLFKRvlWXqZ9CO2SPgZllwyp8lTs/Hsv7uoLEHS48UzW36YFdtMoJvb3d6dB2fs+njGyUlaqwytdP939pvckut7MK2Iy3qUqQX32zVHZZ4tXKCjTaPrfSFN5LUWk++ODDdi9q1qdVaSd4yudFUZsvzTrGzNktVK1K1gVGUC3hlh2Y7DUcHTsmV6p8VRl3mkHtz2jXAqae6HK5rifJeVy9qP06wRi97D7Q7Up0F7tSNBy96Zyr2Z2jjqPf4eizUuW9lZ1+VX8cxlXa37RVDO9hmzBTuq07T2C7dvTppTcJURRlUqMrZZ0hhRxy52ujjmOw2LwbEV8PXom/F0ZVb70mbL7SFOZH1npzD7WwOMXJVSkwbdKVUVl/XKPb3sV2XjAXpB8NUYZg1Ftz/AO14ZuWFM5w1XycUq7Zw2IFsRSpOT76/u3X7ySsxWxMNUJ/Z8QyE+5VGZfs5pr+13sL2jhEqVcPWo4miis5Vs1KrlX9M42m1nBIs2a+XSc/Qa6Pbj1zXTNts3s2aJFetUoOqFXp00fN3rfNNxgu0y0wBnKtuobnKlR2+L5FnI6O264A8duRtHTt6pdc+a6FrXWR4n5NZNYsnbOqYrt9RLqtQL3acXAXNVb5fgSN9tO09FsKDh6gLOmcKra/ZnOcb2hw70x32HVx8eXK35pRbXx+HqOtSgtRcvus26suPCr5Rylnpccmh2NtCslUVSalNycwfNladb2P7a6mFpIjZ67IMrK5/xTz0+0XN9TfrGXxTdTeexRSPBN7j0Rtf29d9dW2dgGHM1Gao36JG7Pe0LDV6y51bAhjq9Fmq0l+1Sq+79lpwGnWPmT4pLwmKKka8ONpaRzo7xi/bLTweMr4aqjulF8iYil4aq+NW7rNufml9s/trsXaihMQuzq7vu5a9JadX8zrmnmTa73qFjclv1Q8BiMp6X5jxLMbTcoquD0btz2T7ExAzUExeEdt69Gt3lL7q1c04ttXsViKdatTpVFqCnUZBn/ds2Vp232R7SavsumzFmZGejdjmbdaZDthWNHaNbhditUfZZZVRzU5LyctxOwsZQRmqYWq4PBxmqJT/ACR3YmI7m9V1U1QMqoyLlX7s6xszbWgDf9OWSdpbPwGLW1WjTzHezoO7f8ySWkbeRtHIMftypUa7szMeNzovyxOFD1ADdlW+881naL2cplZ8LXsFGbJV+H7UoS601WmLAJu/anWLvo5tgoVBS0FwP5pRbcq5qhP2dZZV6mYnpKbaR3zwsJpiJFEcpcY0OPWLpfW0hsvtkC5HG4ln2uq2w1NNN5/zZVlZsbQi34R/tbWuaKabqs1vtf8Apg51yH2VpXdeV56X7G7EBwFBrnM6d6fveGedOyFH94g5syraerNmfusPTphWKU6aUuHwrMZAebfb3gu72kdDmekjXvusq5k/wzvXsHa/Z7Z/OyOv/wCZ5mfaZ2KTaao651xgGVXC5ly/C06F7M+zdTZ+ysNhXuzUUdmIXKu8zv8A4pzvorfBxz/SqobuBfo9dL/kecEU8DznpX/SewOfZ1Krr/s9fX7NVck81qdfrO66Qj0T8LUPnrL3ZlR9OX98o8IV0426S7oV8tJyotlRmLH7MokZLHVM1aofidv5o/gqlj5SvVtT65pMwjai/AwbNjsVVIGqm/EGZbG7taoBpldv5pebKGgtx5TP4971qnG+dpGYj2Xmxdq5QEY7p3Qb+GVONz0apBuVY5lPussjUn/G8saNZXGR8uU8z4lizdIGCxJzjU6mdo9lVesaVRbE4dStmv7/AMv3ZyHYeyKlTEU6NMGpUquqIF97M09J9n9gVcJQp4dFpqEGapVf94z1W8WWknu/Mzfdmcj4o5tUwqCG7aMByi6rWuLHz0kivgu6Cu1SoXd0ogsVyszN4cqbqSU2EPMcOk4UasqDe3HToZx/2g7Vari6isWy0/3KD4Z3B8NxNrTjftd2T3eKWsotSrBc+Ue+vikceD6H02cY5ef4Mdt/H06lELm0oU1pUlWlTp5mzZ6rVW9/eZt5szeGVvZfDYjEV1XChu9UXLB+7WkvvMze4k222OylBsK1WklQ/ulqgjEUWytl3syyn9lSMuNJG7h1RlqfMvur+aajwjeryepJyXX5B7X8LTpvhrVKjV+7yujvUrFV+LM7bmZvdifZvgKVTDVyKlRMQWyOAtFlVMu7lzqzfFNT282FTx9Wna9M001qAZu8ze7I3ZXYi4WnWVWLM77zlcpbKu7HqLryeFwahfgh4zZadyid4Bvtc9zRzZfmZFVpzXaItVq8gHZR+adbxuDJt4RbNc/NMDj+zGIY1KoymnnbeLeLe+GbjJLszCLfQvAUKqYMN3hFNkv3QLKN6Wm0zbABe/rkmmjGldWpZvh8PhjeNRkwvM2RFv8AF4INrUv9kOhDZF4Spkrk19HGUhh03gG7tF+9llr7B6gY45hmOatmzcmWc/z/AOz0/FqinU/LNz7AVbu8S2pVWU2+JoizElwdB7SV7U3bduqM28cqznFTtioVjUoYVmL5VZa2VsvwqtWmrfyzoHaHEWovn0NtLHNOfbSxRcEZVK+KxGaalKjMUaD2TbT7x8SMmQXWqoD06263zI00PaR7JUPDKrNf7szXsqoDPiagQAnICbZd1d+XvbFh3VQ65WRlIG60sXaMyXJyetjMNZ7uynK1syNT7x/yym2Jj6a02VnpqSWYAsvvNJeOwFAU2bJVzhdP3jNKPZwUKLhSL+8M2aZs7JFh2ZqrbEWIN6rN9qV2IP7mtwIbEcfvRWy6uRsRYLbOrAD3d2V9Uv3PBcjVc18zXzRYrk2pxAWmCLA5dDM3Wq5mOt2ZuXvNNFsLZQODapVZhUfNkAfvBlmeNFlckKSUOYFQrNm92ZjkTbXwacGlZO7Z7K/Zxgxpmejnc/E7NK/Y+H72vQp6DPUVf1SX2sxtWv3L1TWOVMi95RWgq/ZyM2f7Ug7Gxho1qdQKrMhzAMW8X3J0TIujp+2atKle7Ktly6lVzTH9pdtU3otTUgoyZlsfG3u/dkLbe2f2gVBUFE94c2ZKvhy+Fd9VlBXFIrp3oyrlVc9PLm+zmk3EUUP9nmxAFTuqbVVzbyL7re6zL780fZLHgPUpV1FPE34HdZpicFiatPMab1aYJ1ys1Nakfw1fPiFepUandsxqAM2WQrVlfjGBeoVJKl2Kljqy5t2TdhYSvXfusNh+/wAQ4yi1PvXX7Pup9qVo9dJJ2ftCtQOajUqUXtlz02am2X7SSt2b6GsdhnpVGp1AVrI2RlJ8LLJFCiXoF/dpvla3u5owA1Qm+ZnY5iSczN80uwy0MG6BTnrNlJ96CMzr/wDeXexwvc1NCGdGW4GbNKR+clYbC1agJQOVUbxHhgrIxl5g/AvC1pSWlzgfAvpOObo7Yex6qfSNk/WGx48rxL8+p4WnnPRYVR/742Tw4G8MjT/naBQSP+c2ZbJ3Z7bNbB10r0Wyuh1+Fl+Fp6D7D+1XCYhUV3/ZsUcqlHO4zfK0825D6xS0jceLylTo5ZMal2e2qGPw9dAK1OlVRxxsrKyzN9pfZLszHBnw5bC4gjMDTO5m+al4Z5x7Mdq9o4IjuqzNTU606maon6/BOudlPaxSbIuJBw9W+XvFbNS/6JrenwzzPFOHKM12q9m+0tnEt3bYjDrwekGbL9pfcmZwu1MpIJIYHUHxT1BsXtSlZAQ1OtSYaMCrSv7V9hdkbTUmrQFOuf8AfUB3VVW+0nj+9DxRZqGqku+ThOA23qNRc8xLvBdorGxt+Movav7PG2KlOvRxdSvhqrtSy1EyvS3cy5m8LzGbA/1hi6op4ZO8YjNqMqKvxMz7qLMPSvweha6Pk67VxWHrUqlI2WnW3nCjL3jfclFiOzOFa+ZqopE8A+VVWU+F2LtinUKCgtYLxelUzI358s1VLs/tDEUslSlTpDMrEvUX/BmkjDNDhNllLT5PdJLj5JeyMVQwWGbuBkor4FA38S32vfzNHMVt2qtAG6nF1BmCXy0qSt4V+7H8J2JN1NbFKQm6iImbu/vP/TLrB9nMFQTLvVSeLO2aP0spcsfq8S4KTZe264wDVay/v87BVVszOq+8s4/2oxj4vFszioaraLSVWqPTVZ6CpYfB07Wpqbbozlqir+eOUsbQViy06KuRbMqKrMv2p0jpGuzlPXJ9I88YXsvi6lsmCx7X4HuWVZpezPZLatOqp/ZsQlMMuYO6quX7M7DituEDS1r6SurbfYXNwBw+03yzqtMvk88tW3xRmNmHatKsy1Nn1XoB8q1Kb08zLm3Wyu06nsXFV0CH94oIW4PuzFvt1tdQFVc7G/h+WLwPal1IF7g8R8M6vFRxc78HQNsYmpUR1ZmIZGQi+7vL8M8Ybcwwo4uvT493VdD91p67wO0Vr0wwtmPETyz7V8N3O1sYNQHqd8Pvb8wdMbKvD4jXNwVeAkxMQgszWLHwg+FZnlf1tFPWJlOlF8+IpVAQyIwPPwyBW2VTN+7fK3wnwyAlb8I6mIPnrICJVpOpIOtuYiVMlvUveMkDXgNZSiVHHkDF02sRAIX4wCTtJrhD71spkWlf1kmvqg8t4Rmkf4wDvn+j9XJ2dVT4MQ/6lSZ327O9LHUKi6LUo6/aVsksf9HvEfuMWnSoj8PiWD/SCw96OErakI70Sftb/wDhmV2c/JzjC7ecEakfWWlDtK1x/G0xmfWPd9NUjTN1U7RlqbLcgsjLxmbVrsL3LHkBmlVSrEsOQvLOjpbTMTvXtNRVGGO1KQ5Nduayl2oCHI/HWX+ERVBduC71z7zfDM/tSpmqMfi5fDNMR7Iw48ouny9Y2OMeo8RzmDZebIFrdfSN7eqZ8R5IqrJWyFH1AlaGz1nPIvNGF2dG9jmzP2naODp3UIKneuXZVXJS/et4/sz1UppL/wAPToZ54/0fsDfE161rrh6WUH56u5/hadh2hjxRTOwYrfLZcuacZ9mGaQ4qkL2y2HRc388Rj+0XdUj3aKCo8TmZ/AY3vFdtFVOp8TZZVV9vUMrGpWw6kGwS6szL9mZstFN7eGNbYuJckFrpVJ8KtvTykvOekfaXtkVdgY43LWqIit4cyNUTK2/PNyaf852h0aiWWzaXDgAepmowOzTiKNelTzGoMPXrEqPFlXPlWZbAm/C2nKbvsLhjUaodQopOh1y5s25liTpBnKVGv98lUDe3nwjeLp5KtRdN12TT7UFM8P75WdDT9nqhVlGhUm32pQ4/+3q8f7Rv5pfdnGuRewIK2+aUm2BbE1vttKYXYkpcXFr85M2MqPUUOwA6e80hBtw8rCb32EdiW2hjlr1UJ2fgz3tQkbler/uqP+JvlT5pifRtOjc9jsZh6IoutOmHolWQld5fvTpmC7UYep4iEbp4lnB9sY58Jj8Vg6mWm1Os+T3VakzZ6X6csuNn4xmGhN58+W/Gz2bIZUmdF7V7ZpvUpLnoCnh69LFLeutJ6jr8Suv9lvfFNXgawrIGUjgtwJ569oW3GpYbuSmapWDZXIVu6X7XxS59mPa3FYXBipiG7yiAmHw1NU7x6netuqzJ+md4TbVv+DyzwU6jydvfCA8dfXemT7RYNarlSFKrugMu7NrRUlQTmBZVYjw5fllHtTBnMTyvOpyxvkymK2BhShHc0rEanL4pX9meytCnXqsile+VVK2XJTy/D8E1tegdOcPZlIhwbDWSjUpGS7XbKr0nBwqoxKMrhsu78y593PKnsxsLFulY1gKZz5hcrUZvyeCdI2wu+NLXGtoMFSXu+HE6y0jTzPZt8GAxPZltN4k3zWme2vSqYctTam70mOe6ozTrtaiOmsrqmGBvpc9IcU+yYc2x32cb2ls+rWwp7qjWyZlyqytnbe+zJmM2HWaiVZGIK5D7s62mDHC2tozicGLch9IMynbs5JtDY9SnhnuAESm33VVZO9ndZsNRpsK7Ulen3zqvvt7u7OlYvZiMhDIpUjKQRmWUtfsjTaxQmmQM1gN2SV1wWFN+5mM2j2hxOLxFOiXUUC3evdVV6mXwLJteiqgneZiuXjLvZXYeklYOxd33t6+VfyS7xXZzD2Fl1A5ZpV1yScop+0zXYfbf7P31NaZaq5zi4zLlWR+1fa5KqPTy1hiSLEZd1fvP7v2ZI2p2fqowbD08xHHfy5ZRL2axRqAmnYji7Ov+XkUmmVQi1usone1CszCxCNr80ocJhmKKd2xGbUzoG1uytbuaioUd2XKB4czSDg+y9VaaqU3gqqd73pSWjB4dCKlfgbZWOssdg0qTUT3uQEtlQM2VF+aXeP2A9NK7ZVG4zX+ysgYTYneYeiTlF8r5Qd6WrRqMkmM49KlIDu65yqFVaZG6y/CqxNJmC66sd43Evl2VcXuPW0krs0W4r8PuzKhRZTT/AAZDtHWZjSB8KpoL/miNg/2o43ystpbY40TiRTenVyqVQP4UzfM0c2PSpFnekHOUsgLTV+Bt4sbqldQy6X6eKVm2lphDZAGIzeGXmJpi5Y6t5HdlRt9P3ZN2LDKokSM8GbRx3LaaipmiCumn90k4SgDTbNdSW0v+mbPBezwtSp1GxKqjorgrSZvEv2p0LdHNiOXnN52Z7A/tFCnWeqwWoM4RF8K/amEHPmZ372aKrbPwvDRLETLLJ0is2V2IoUbWTMfifeZpY7Z2DTGFrMES6U3cEqu7uzT1HFzztpcyJ2grAYLEar/YvxOXLuyq7OLbZ5nrDU8p0j2cYYVNm4q4uy51XTw7s5xX4n1nWPY1TzbPxvOxf/8AblfZ1l0cocannrNJsnZz1KSMAxU8LBmmfqjeP2mnor2drfZuE3VsaK8vDOeWN8HSEtvJyRdg1SdyniHPh3aVRo7T7I41+GHxGW3vBaf87TvIW1rWEBOmpUddZzWNG3mZxbC9gsbb+ypKPnqf0Sxw3s9rmwd8NT9Fapl/lnUO+RiVDqzdAyt/JCFPhwv5+7N+mjk8rMFhvZsumbEE+VOmq/4pPoezjC+8cQxHV+7/AJJsEp2PT0jwQ63IJPADxRtS8HN5JfJl6HYXBrb9yG1992qSxp9l8MnhoYdehyLLqknlp5nxSRRoX1vY9JpJIw5P5OL4jH4jZ+0H7p3TJUz5Adyonw5fDPS3ZrFd9hqNXlUpo/5lnnr2q4MJjgRxemrE/oncvZlUzbLwd9T3SrOmRWlR48LanJED21bJXFbMIYOwp1qVWyDM3iy/4py/sxsynTrtUVmWkgyLTVt2kvvLueNm95p3TtVQ7zBYlBe5pPax+WcLo4paa2AJtxPxNNY+v2O8vg2C7VAAC6DyETU21bS4B8jMjV2kbDSw5aeKRKuJZr+EG/AtlnQztNnU21u8bGQ32x8xIvwmSxNRiBvKT0WR6lQgcTmtwksUaqvtxRbnaRjtu5HVs1jMpVxGvUeK4iTiDy6ZdZbNUaCtt7Mx13Ru/DuwPtm65rXYnJTUe780zbVyB7vwxutjSoU6XU5gJC0aDF48btEHMx/e1Wv+VZJwtTibknw3vuzKYTE5izm2d2+zu+6s0GEqbgXieZ+JoI1RuuxuMsxW5AY6XM5N/pB4XJtNXtYVqK6/Eys6TebKqFGRhcEZbfNKH29bOqYilga9KnUqsM9FwiNUZff9yYnE3jdM4uIqWVHs5jmtbCYw3/8Ag1F/wyeOw+08pb9krhR1VVb8s52eizPnhBf6y1rdmMenHCYweYpVG/wyuxOCrJ46dVDzzo1P+eUDfeQA8YyTFU2/E84A8hhnjCQxTjh570GS47LYSnWxC06i3R0bS7LOlbH7JbM17yiCfOpU/qnMNhYpqVVWXKWVWy5vDLnau0MTUK/vHUEZrIcq/omHdg7b2R2Xg8NnGFRUzhWezMzNl8PjmiqbOw2ITLiqNKvTAZlR17xVf4ss5B7H69b9tK1HZ0ai9gT72ZJ2Jnsp62kMMpE7JbKem5bZ+CLXZQwRqeVfuMs552r7KYEZlpUFpG7WKs11/O06rg6n7hj0LGZCtsqtiixp5AAcuZhu/olsJnE8XsZqNUa3S/GTKBte7AjxH5Z0Ptr2P/Z8JUxFWoWqKVVUVVUZmac9TDhrLldhfOWXdVp1g7RHyJqVVqWsbqvBRKHaQHeG17TR4nZgyZ0shXkTMxjHu55kmVlgNp+Aj1BdRGV5+kl4Nb+gkNlvTqZKbcScjWkLZa6jkTwkrG1QtA8Mz5UHxfNGtiWzC/hvzlMndOx2Nq7K2XQqU6dJ6+PZ6ztULKtJKW7SXKnj9788s9l9ocTjGYVzS7tMrKtOn3aq32vE8Y7UAfsezFAAUYRGA+HMqyL2bp93SrN15+GeaTIuin7WYmv3rveqMOWyKpfKGb4lpf4o1gB+75aDlGu2e0hUp0UweGvVBzV3q1WY5vlXwosVslq5pAfs75/Cf3i7shpIoPaVtJ0wNOgrNkr1c7qDut3Xh/mnM09Cbzae1B3Bw1OooVwHcqDmXeaY6mLkcyJ3guAWOzaBYiws06z2HwLU8MarqVRwzpf/AHiruM32c2b8kxHYnZYqYnDqdRUqIjKT7ubenV/bL2ioYCgMNTw6mu2E7pGIVaOEpNmTd+NvlX7WaJc8GWed9v4kVcVXqAKFeo72HhXekalyjTG5PDjJeEp3IGs2bLzs2QlSmz3yKys3zLmjHbbDFMXUYqVp1XerSNt2ombJmWObQXuxTQXCsudvib/pms9omDL7F2XiGWkGX90rjNnZWzvl/TMeSfk59gTvLmAK3W4v83hntTs/h0p4eilFMPRo5EYJSVVRcy/Ck8XYKmrcWst+uWeqPZ9i8Qdm4NURCooIorPUao1X5sv/AFST8GZkrtz7PcDtNu9rowxKJlWrTfuX+y3xzD7H7LYahhVyHadXFl6qAU1Wui5W97PlVF+9Omd7jtbJhCCOLNUX+qUXZzClziaNR3XJVzsKb913mbPu5k3kX7LTLSffJIzcemch7Vdh9p4yqmuFVVDKEZ1pZW+bP42ms7CdkauB7itiKi1q+GVu6pvQqYnD4Zm8LUu699fibN5TY1sPhg9RXSzZ8lLDUU/e1fhqVavv5m+JlUc5e7M2TlpIGfFZsq5rVWZVb4V+STalwV5G+/JE2R2lrVKvd1MOwBDMKlIVKifeWqq5Ja1qpOrUqgXqTTzflRmihRqJwC1V6Ed26/e8MbqYqmDZxXp345kZl/MkphMM0FYBlsVPMRKYez8rW6ysqVaCktSxFem/NUVqis3/AMrK0Z72sWuKuPK9RhqNPN+dc0tCybtWhdufCHgKW4RqZU4moc+/iMWlh79Kmq/m7vLHsMzKpK42jkG8xcUW/pigWGJpStahrzOvWFg6j1apqtUepQprkpG3dpVdvFUVU8a+FVZs3vWk0qOnA84ILwdG5t5RmtS9DrJ2CHE6DRohkuRzgpDrILHhe2scwNHQ8AJKelodLekfwdLdPDXnBLK9qAB6xqun004GWmIp6dLSFVT8YoEahhQyk21PlIlXBZfPqDLvDUjYcAOv/TGcXh+PMnrFAo2wwuNBbrI1TCeXGXC0rkc9Y06aHjYcooWZ18CrBgVNjm0kd9lU7JugAHgBNIKO7zufKIq0bW0BAlKUNXZYtoqyDX2IzXy5FPIj3ZrBh79BHFogdD1EA5dtDs3irstqVVT1/dsv6Y/sjs/iMpOSjT6i67q/FN9iqG+T7vS8Vh6e71tMKCTs6vK2qMLX7ONrqh6nLuyl7QdlqrUiECEgrx3Z1FsOPrIuMoixFr6zZjdRzGn2XPdC6ISTzM0mzsBXp0BSV2C20F82WX74TdGlyeN4Epn0A3eHhk7I22eZQNJ1fsN25wWEwVOnUap36KykKmb3vieco5HlBSp6XJAXp70tHoas7HU9p+BF7U8Ux+yq/wCKVHabt5TxOEqUkotTRx4nfLm/JOamso8It5neMaqVGJ5mUzsQHOp5zT9ke1lbBUa1KmUC1szEsmbLu5JllU68byfR2NimUOtCu1M7wZabMrLIaYw73Y9Sc0ucP2u2hTpLSp4islCmuVFQKuVZSuvHiCOMQHIvYn6Sii1xHarHv4sVij/9RpDqbVxDXzVq7C/N2jdKq4YGykrwzKrL+uP7U2hWrhO8emEQZVRFWmi/dpfzSEL72W16x2phrNVZc++AWbdy+9PRirflp6zzD2N2rTwWKTEPnfIGyqm7mZvmm4f2vVRfJhlItoalTM36JKMyTZ2kUxryj9JPrPPmM9rW038H7LRHILTzZfz5pR43t1tSpfNjMQB0Ru6/klozsZ6gqVqaeJqa24lmVcsrsb2q2fRB7zFYVSOI7xWM8r4rH16h/eVq9QnjndmjSUHa1gzE9AzRRdh6E7SnA7RoHF0Khq9w64cuMyo3y7/2p072XWGz6KjwqGUD70437ONjv/7P1hlYVWqPiApGVt3w/wAs6X7C9oGts1S2jJUq0mHzK0jfBycUm6Og4hMyMOIZWWeZ9roUr1ULNZHdLH7U9NGeePabSFDaOJGgDP3o+8s6Y/Jkp7A25W3gbxpjqDrx1EjJi1va4+KJr1wQOYEtglVsRpoADI1Zr3ufwkdsWLcVFuV5Bxm16KXu6kjku9G40k2T2YetozXxq0xdiADwEzmL7QE3FJG14OwzfpjOEJZg1TMWPNhG41sLd8dUqXFNSFPvt732VisNs93O+7X8zH0KqoOmUDQx7CVM+Ug2Pi4f2a/1QZugsFSNJwuhG9Yn3Wl3ga2o5kSLXpq4NtWRePxNGMFXLLxs6nKZUyPk2OAxQItw1mv7J7TF8jaHwjScwwuIN/mXjaXOCx5Ug3seevim6Rlo7Ps+qc3u2voCJK2lit3gmg+FZnOy20hWVT7w3TJPaTaKUabOxsoHXxNPPKNM0nZFxWMN+NmPIbuaZntJg6ddG7xFZSGuCJBwm1MRjMSlKnlVidwf9Un9ouw+Nqhb4lqYvvKmb+qZtG6ONdp+zdNGJFgjHSx8Myu0cGtMqFN7jrmnfaPs0wy72Iq1X6lnVVnKPa5hcPQxwpYYoaSUkzFDm3/typ8nVOzIKPoBFPU4cxGxc36RywsLn6CaKW3Y7AftWNw+HzKnfPkzHeyzuh9l+GphDWrOxCrfVaazifYihmxtAqzIyFnBBys2VfinUquaoRnao5HN6jVP55zmzDuzWbJ2Zs/CuootSNc7ilW7x5c4mrunja2UTFbGoBatNuNmXQTYYnh6CRMzJCaT2wtTrZuMxrbTxCApTqvTp3zWphVbN7294praeuGqjpmUTP4j+xyZKYCNmLKm/Ub5mmZPgsTn/braFW1NC9as1Vt1XqVKjVG++3hlv2A2QVILL31dyua65lpL8KrHdu4E2FWmgaqgyDTeyt8Mj4LazYcLTbOKhVaz65V3vD+XLOc5tqkevFGK58kL2ubEGHZMRh1aizlkrIN0Nm97LOXvOmdu+0YrYHuSEa1RXRjmZ0+98PyzmR16zvhb2nPKkpcCk5ybgXykH8TaRFtpxMm4RuFwR9J2RyH9tG/d9N5pa9iNntXxWHoAXWtVRCflzb36c0oFdnqdVvlH2Z6B9mfZGlhcPh8YwZsZXpd6C26tBKvwr9n3pmTpGX0aztdsmpUeklGmvdU6KUlu601XLKatgHpp3TMoqOeKjMKf9c2m0quo4XCLxMzWMxiDEFjchF0yrm3pwZlMz+H7NU6dznao19S5VV/KmWWSYnuVsi0QflCrIXaDaucWp06hA4nLlWURqVMjDI4JPElly/LKaRgfa/iWqY1S2rd2qnXN7zzIYc7w8pqPaLhyHpMb3ZWU3Eyqcec7x6KdH9lhBx2GvY2fQfNlzy2/0l6/73DDiGpLcfn/AKpR+yo3x2Gtxzs36Xln/pJN+/wnU0pl/cZrk5Ag4esttkJdx68pV0x6S97OU71RxteaNj+OpVK1ayU3cjLSVUVmZsv2Jedv8U67N2dhn7xWVc+RxlZcu5myza7HVAEqKFDpvWlX7RdlrjDTOiMi6GcIZVKR1yYnFJnJaSBtNAw4H4p1r2Jdsnwz/suKL/shGWkzHSg3w/ZmHqdjMTxpZamumqq365NwPY3aBdRUp1aSHi+XvFVfuTq6OT5PUGG2jTqKGpsGU8CrZlaVnZ/DVP2yvUYju35W3pW+zXsx+yYTJnrVWdu+LujU1p7vhVc01+xMEwuTfUzBxYpcPYkAAsTmud5pLpUHsPFoOZk2nSt8I9BHLHoJSENKDfN6X3Y8KK8wLx78R9Igt+EpBplUA6LK+qAb8PST69QW6nykEnQ8oKV9anc8FPWMHZ9AkFqVIsDmuUVt6TqnEROb6wBnIOgFugkcpbzk38bxBUf94IIoNy5Wikpm/QDjrAqajp5R+jz5wBtltH8MdABqegES6+Z15W3ZJo6AcPpAI1ZTrewHQcYwy9LX/mk6uunWRAuplA/Rp6cJFxtPQ8pOXQD04SPiiLa/xgUQMPT1HAdZHrAag6H+aSkuSLaDqREtS1PEEHWLBDelpzsesQKfDiT5iTqiaDhrEd1qONxFFIxpW6W52icl+v0kpkPT1PiiFp8eRkBXVk1PIdbRdNbXGlueskVQb8+PD4o5Tpjnx85SEKonC2l5Hq0fxHnLd0HQHSRa9LyNvWKNFaaF/Lrc7sOnh/rbl8UsDg7AG9gOpilw/lqOEUQ8diPbPwFWu4SkjOx5A7qxNIXv15Xll2Xq93iab3yrms2vuwz1WaPY/s7Z7HEVlpg8Up7zfZzvu/zTTf6mwWBoOyUEqVQuj1R3j/aXP4PuyXRxJcDIrFeIY1FWQO061Dh3zd0BbhmZmmqOTbMy+PR2ORaauc2uXNvSt2htPFrUKCvWChdMrd2i5vlSN4JbP093jFYvZmJrVCyJanZdWdV3fimbNFEx1N9TfWIDHW2gEexNPK7KbFlZlNvDLzYuz8OaS1Hsz3a6MWy/og0Zoi/mYMvrNltSpQNEomHpo3JllDT2WSRe9hyixYxgdlVapCohJbhcqsv8J2HxTAZjSQHkTmZZZdm8IVqo1rLfmcs3K1lA8V+gAzSWRswuG7AajPWJ+ymWWmF7EYQWzd+5HNnyr+iaQ1/lc+6LDL/PCDvruqByzGUlsrMP2ewtLwUaDC3vrmaWNA01sO7CDw6LlX9EII5vvKBfgBH9nUM9Wncsbuq8csgs3myaNqIRTZWTXT4pouwGzEw1NkXUM7VSbZd5pUUKdgOAAHGXnZbF02d0R1Zky5reFZk4s08w3bTsD/rGuanf90gVbqq5mbL803PSKQ2B9JuzJy3C+xzD658TWcdN2n/hzSfR9j2zxqRVbLxzVmy/om7onjxEdJltspz6t7INmNf93a/EZ6jZfzwk9jezgpZaQCjdzZF/mnQu+t/5yNiccBcs6AfMyrlkYtmHp+y3Ar/uybdAqiIxfYrA01I/Z6R927BWmkxfaTCpcHEUyRyVu8b9Er8ZtJaqgoGKtqGYZRJY5OFe0LYyYeuVpALTY6KBuyhwVFwCDYKx1PNv6J0n2k0qWQOatNqwbKtNGVmXN4s0wVMHQG1zwtOkeQyXQSwA5AStqt3dc8lbj03pbo2gvcW6Sm2kl6i21uyjWVoLksqZ58uYkqlV/DyknbWyTRWnUWxoui6kbqtllbfXSxXxWB8U3FkZrOyu1jRccSL5TLnt7ju9WiV1Q75+180xGCrC/ToZo8B++plWtlHL3laScNyJGW1lfsnab4Wv39LKKijczjMq5lyeGWG1+1WPrKS+Idb8qarSXL9ze/VKfG0Sjup4gry8Uk1Kd6Q0HDjPJ0ejjsqcRiHqE52difiZqn88512zH+1P6L/LOk9xqeevOc77egDFsOYRbzUezSZTYfl/nLJgpaE7uhkLDtYjzlnS8J68p0DLjsGbY2iDoGLKD9151FqXDqeNpyvs/TqHFYYgnN3qZVAbe3p3jC9mMQ1rhVW2YF2yzlkRLKynRyqrcSN6aSkbpfibSVT7MjKRUqgC2WyLvfmeMYRLKRqQuZZEYfIzs1f3VQcdWvKylgKtQsEp1GUN4suVG+8+7LbZfB+Ni7S2StZQOgy6SNWIujnHbbYeMSkrU1YrfNUFM5nX4fBOb7Sr1CxNQFTuobqytuz0BtLaYpqSfoPinMvam5xODZsqjum74ZRlMyoWdIzOXberAqqg3HiNjmlMFjtbl0iac9MVSoN3yLpJrpwkivUsmW5Jbh7uVYnCrqOh4xOLH71hyByzRk0HYXZYxOLw9Emwq1EpEn3Vzb09PbRQIqItgqIqKPhVd2cC9kVIHaGG4bhZ/vZZ3rbjHT7POc59mH2Qe0ZDYgjOwYIm7dsvhle6ai1U39c0e29TdsQ5XKBZF1Ob3U92VVfBPnBJJ1XhuzmEiyqq4U602NtPdkfDVTlOalcE8RlZYMThiqHLfUcjKvAvUAO817/ayxRqjM+1/ArUwi1EXK1B8zALvZW3ZyDn0neu0XfVcNWpXQrURl1Hyzg9emQSOamxE64+gjonsUpGrtTDooUsRVbU5V3abyb/AKStNlxeHB5U2v70x3Ynb/7FiqNfQmm299ltxpp/b3tE16uDqLvYarh++psFy5mZt7/DLXusnk5fS/CW+zKjoCaYZqg3lQDNmlTTOvMXnUvYDg1r4yuHVGKYfTMubL+8Xww3waboptldrgjKKqVaY8LEjdl9tft5g0o2pg4nE+6LZUp/aZ52Kv2Ow1YEPRoFW45kWZDbvsYwFQk03q4djyUqyflnn9ON2df1DapmX9nu3GxRK1aDIWOZKqq3dNvbqzqmytn1TfLcAdR4plNkez3GYc01G0QcNTZDkFPKzIreHNmnWNksFAW4JHE28U6L8nCe3/xG8Iz06O94j5bsnYLEkKNOPlDxVXS1gR1vHqdXQbp9fdlOQsYryMH7WnO4+kUFBtcr6CLWivRdZQElUNwtr13YbUuuvl7sNsOPrGmofMRAEV6YsbWEhd2ded5KqUmHvXPpGlJHGx+mWARGTnreJCeuslVCvmD+aIZeHCWykd6X4ROT6jzj9Wl5gjpeIA9T9JAMtTkjCLpz/CJtx4xxN0cGJ6CCB1V9NI5T5Rt73HprD/DjrKwHVH90iimLjjaO1Kn1/ljRXXUrb4QJCjnecQutt0sRov8AXGatHrdm8V/h+zJK/Ww5RFYX8oKQhT056RKLrzJvJLr5kHrCRfrNEI9YH6dbRItr/CPVF16+hy5YZyAX1EWQjsOGpHWN6noYs69cvQ+9ARfhwHAWgDLUDytf1himef4xa+h/GCoOPUSChthx4+RjTodOYvmj7D6e9aFTuT7pB8ppIgaqbC9r8xFEfwEkBbcQBYdYzl7zTgl9T8UhUeL6KnMb+7mvaL+lh6zrFDsjhabu2S7NxLNm/TKva/Y+k9zT/dsfd92aaPRvRidm7Vr0fC7BT7p3llnU281QZanPdPwxraOwa1G4amxQZt9JVuhv58wRMFsuaNNWJII+ksKRYKeIPruzLo3qLbw92TcJtOol7769GgFRjv7R/tNeW+xqV6Q48eMqcW+d2bhmObSbrslsRmwqOQTnzOunuw+SN0inZLciT18Ut+zuyRiCeIC8bSe+wXubKw9Ruy/7L7N7oNmazHiAVijLkRaOyTSs2QVAN6/vSdTxCEgeFh7p/dt+uW9XgLBj10aQ8Rhc5OamCOV8uaaaJ2NlTbqDwt7sATQafKLw6ezKw/syRc6IwzLJVLZWKNs9OoPmHhmaLZCy8Ra7eH4ZYdmqGbELoLLvH5ZZ4LspVbUlbdS2aWKbGGFVmzBmK5bDdyyMjZVdocezllUsKaDKFU+KW3sqJFaqCCLorAn3pV4TE4WizPi2tS90BWZqjfZSaLsh2kwlbEijh6VVbqzd49Pu1ZV/VMeCM6F/4RR4Hjw6xKDQecOp4TwnSjmRcM2pGt4ePxKUqbVKjBKdNWdmPuqsZw/iHnuzK+2fFGns1lUsDVqUqRt8ObM0hUVe1+3lGtdKP7SVY2DKjUlX5mZ5mdruxRrknXmfFKzB07ZTwO7eWW0tUPKYbOnRUUjqOnrIGKrPUY5qlZlVsoDuzIq/Cq+GTKJ3iOOnSNLRuTe9r9ZlI0Um1ltkWw+KwGWNcCNLWHOO7ZYGtbkqqoBjK8PM8gZ6YdHKT5JFFuB4+9eM1KYaoltd/NAF4ayfsOlmqE/AOksurJF8nQez2Ep4vCGhUtvKyA/Cy+GYDbezHw1ZqbWuhyg2y5l+KbrsVWysy/CysJZ+0fY/f4cVaag16e9p4mX4ZzhKmakuTk6E6c1vLLBYtkIIJ04iVmUjTQm+t48j8xYHnPQmYaNbiaIrUkcaOCqmw92CqEWmFzC/rmaVexdu0qYKVlZlYqSAMytN9s3buz+7zU0p0wArGyKrThli7tFg64MZQ2ZXqf2VCuw6svdL+vLOV+1DZ1XD45kqgK7IlUAHNu5Z6BxfbfDre2Y24aTjvtrx9PFVaGIRWV8rUXJ95fGv+Kco9nVNnOKQ1F9BedA7GbJw7IlWtdiTmVSdz73xzC7Pb96l0WoC2XI3hqTpux9npTRbqb20W+4szmlxXR6cSt2a+hg8Gz0HFSjR7molXMpVWyr7s6MNs07A5gQRoQd1pyeqmFWmQ60w7LufFm+zIObgKbMwRc10OmWcsXQ1ELaZ1zHdoqaqSWQAdTG9iOHQsNVfeH3px+o7X8ZPk29Op9g6mbDJe11TlO55qonYJlDldAS7aRqvjAGYAg2PAGRUf/aRx8f+Kc82ltV0xVazWC1X4n5pKIonQsRlqaNcg8ryo2psBa1Ksi3GdHUA/ZmewnaxswzJm6kbv88vNjdo6buAWyCzXOXNJ0KZ58x9Mo7IfEjMhjSGWvbCrTqY3EvSv3LVnZL+8ubxSqHOek2ScGdRz1jbG7k9WYxeFbUHnGqR1PrKQ6j7E6d8UaljZFy3+1/6Z3Da9MvZl1VRlNpy72M7Ic4Fqo0Faqyi26zKu5/NmnRaNKtTsoLkHduT4Zwl2ZbEYp0LklTmsut/lkDaL/De/K43ZoaGARgC9y3M5o62x6Jt4yevhkInRk3Zyh4G8jbPwp1uGF/Kbv8A1RTA923pmiqGBReAH4QHIxuO2RUqUKwp3Woab5D4d7LuzzRj8PUSoyvoyMyOD4lae0VojpPLnta2RUw+1cXoGSpUaspQbqrV38v3ZuDLF2Y3CDfGYkLmXNb4Z0f234mj3eyaWHsMImCWrT13srNk3m+7Ocpf4bGaPEk4ynhkcBamGorhFsPcXNlzfmm20uTag2ZZJ0f2P7TXCftlYFGxmShh6FFjlz97WTM33Zkn7O1AdGQjleXextlGhSqPuvXdcqvmyrhFXf7xfezTEpxo1sZ6ipA5V4kkK1oitSduQyzG+yntacRRp4eq+bEUlyF2XL3qr4WVvfnQVF+N7esymcZcMru4HRrnkJJwuGKkakDoN5pLamNOAiqS+plMWO0KGo8RPUnek9KIkOlx6CTkJsNTaUgDQHnCNIekcDQH+ECxvJ5mGywjUHK58/dhEdTp0HhgDNTieJ9IxUotz0B5KczSeBw5CEw+kCysqU+gNo13f0Ms2Mi1BxlopF7uBhx8UcqD1tGip11gWGrEdT1jqn0/GNO4W19SeAHib7sJEZ7E3Renvf8ARKQdZhwsc3kYhU43IAv4RHlpZbaf9UQ58hIyjb28jbhEFxfgbiGwHPSERppw8NxIaSEfjaJI6E26RRJ87RJ/zaDTQioDfqOkCAHkQfyx3NxOth1MaYlrWuEPvW3pUc2NVmW9hq/MA/zQAaXOp/l+zHlor6xRXj/f8UpLIp1tz/lgdPx56xYp666CGy/5tBRtV/h5wiNefrFfiBzMJ16C8EoYrAaW/jHsPS/EQgL9POOotzlFwvNr/pmrFB5C9tf3fhJHib5Y6tP8BwjoW1rC1osAaAyEONPR143uWtLDZmzQ6cgREGmdNVtf7Mv9j4XdFmt7w3dZbOjZm9pbEaxvZl9M0zW1uytGobmnZiG1G606nUwl/wDin3bHw/ohNsfMCe7AbqYYTOBbX7EugJptmAGqHxTKYvCVKRIdKikcAVnpPE7K45zTVeeYyo2hhtnqD3tai5HFSVqLm+5JwbUzh/ZHYZxlYozFEQZ2suYsvwztmzdluKaU0zCmiKiqi+FVg2ZtPA02zYbBVqjA5S1OmtNGb7Ty6q9qsYRalhMLRX4qr94y/dpTG4jdkVOy9R+KufN2lhguyxXxGkgHO0qX2ttCpfPi1pg+5h6S08v3nzNKnHYNqhPe18ZXB/4lZsq/kjcSmbCtTwGHH7/F0Aw3cveL/Km9Ib9qtkJcUxVxLdKdKo2b7z7sxH+r6SXIpoG81zMv54/gTqLWA6SWxRpMR2+K2XD4ArfdDVai08v3UlXie120ql9/CUFI0FOn3rr9592V2PU5ievGJpr+MlsqSI+K2ni86hsVjDnDZsr9z+XJNb2colcHe7lqr5yXZqjfrmPxCnvafG92Wb/A0slDDpwsmZvvSGpdUZftOLFF43zOZK9mlQrtGlwAKumsj9oxmrHgQgygQux1XJj8OeBDqv3ZPBnwegqI0EKvwPpCwraDnpFYjgfSdDkV1HxD1mF9uNX/AGagnC9TOdPhm5wxu49Zz/241NKK8gjOR95JDUVyY3Z7bo0vY8ZZY4fu/pIGyabNYIrvf4FZv5JN2mMqMDcMBqPhmDsUVE7x62kyhTFr8NdbyDgxdhfhOk7P7PYVaSsUNRiue7nN7shGcX2g18RU6Z2Xh8MQV9biO40j9orG4UCo9gB7uaJD6HnPXHo4BqNDwJvmtOgezjs7Tq0Xq1e8sz5VVTlzKswlBL2HlradY7FJlwVPipOZr3+aZyukIkzaOzqGHCmkgQlsrHxM33pZM16K8Dot5R7fx4yhc6Fg6sAOMscFVvQA1IBnBHQ5h242U1Gq1RF/dueIH9m0oKbgjje067Ww6Vc1NwGVg1wZy3a2GWjUcUwSodlVTO0J2YaIRW5tqPel9sKle61LFXXKE3lan832pXYOkQAbXfkR4Vinx9mspBrDiR4aX2fmm5zUVyIQcnSBtvAGg9g2ZG1U+L80wXblyatME3CpOo7Fq03R0qAOjcS29vfFmmW7cdlHqOKmHy1VVcrJ76/1zxxzRcvg98sDiuOTDdml/fo1s2Q5gB7zTZ4vtCARoVIPAjemKwLVaFQ5Fda6vkC5WzZvhyy3r7erZclRRfwsrpvZvvzUobjEZuPBt+zu0aaA1GFOpXfNVLPvd0ngVVkjayisWcYhadZSuRKY3VXNvKzTM7Ho1GVQiKN3MQ4Vt2T6/f0gVNOmAwzf2dNsy/lnLbXRtTj55LlsGcoJVwCOJy706D2DP7kjgFHWcvwu06jABi6hd0qButOh9hMemRwT6A+9OiRxy14JrN/tA+3MjtTYANWo4tmZ3f4fE02lXBsagqCzKXViB7sye18a5ZgMwGZrWmqOaM7jtnNSud2w5mJ2NUQMc1xcMu770exOFqOd5iFPG5jmC2JcjfFuXxS0U5TthLV6oF8i1HUH5c0i8pP2/TC4muoJIWo6g/FvSBOxRyiePpEUeMWvA+kaUfTzgHpb2J1M+zKAFsyPVQ6/N/1ToJpcM1r/ACjLPOvsh2lXpPS7vMUFbIyWZlqZsnwT0jxAOguFaee+WZnCq/IxkS+gFxz96KXjoT/NEVl3jYesVRU8rynMcaoQOREQKpHUR8qfKGCAOAvAGqVW/pOP9usGP9Z1VcgtV/fJm95GnZAwN9LnyE5P7TdmmttzZQBKLXVqLMvu5c770jVnTHPazLbTwfdgsiYZKibxd03cv2U8cyW21em/7Q7U3OJHCm2Vky/EqeDd92dIr4Nu8ek1iyFk3t5d2ZjFYGrmqUkVKjOMj1DQ7taC5fDSztl/z70zH8nqlzybXBdhMNisHQr4eu9N6tFHy1D3iZmX8yTFbTwtTB12pVwAVOnvI6/ErTbbGqVqeEppoGRFpHId1cso9v7Lq4u2eq1lO7f3ZramcYyknyV2yKJarQdKjB1r987X3aa/KvxeFZ1vBdp9aanKVJVXZm8K+83z/ZnLMD2XxSWyOh6GzLuzRbM7JY5mTO9M0w2YqjNmb88zTRpyg+zr1KqrgMCCjbwt7yx0MOWkhbPpsiKrhVKBUsDm8Kx9reeu6BbVp1s8jJNKqPO8npXAA4AHrKlVYge7c+8MzSRRo2AO8WHAkykJ/fFuC2FtGb+mKUDW9yfPw/ljFJj5n1EeS/SAO384kn0ESR66eUF5SMFvMiESeoI9IomAGUDbny+sj1H+kfqHmdIyyseAt5mCjLuBc3AEjjM3huqnmRvNJX7P+bwk/FFCj/Dd0kKNUcOB1zHix3mb70kIv1HKGKRi1p8OcEsSV9RGqqceElBTGqiceNpS2QGp8Ygp6mSHH2hEZPqLZZk0mMheHC3nE1ePUngFj17jd1t758P3fjgSiBbiSTqTxg02RzSNxe1r6D3Vhi/paS+7Hn6QCkPS80kc2RMvofrFMlh08pK7j1J/TCan9ZaIQGX6iGq/WO1KduX0tE/gB6yFQwUGvKFk/wA2jpp34WMb1bdXQDxMD4flWQogi5KrxHib4flWS8JQ8gAN0C8RRogWA0A8pLSn+NptGWAUtT6fmhMmnr5RfPoYlmOmv8ICOY/6xwfuCvWY71qdOo2ZvtOuWSqHaGoigUsC9+TVnp0lX7qZoooct+APIRoLoDoOkzybpB1dtbQfng6K34IlSq6/edssh1hiHP7zGYsqeKUytAf/AIpMUadY059fWQUVlXY9LTNnqN4t92qfmzwxs+kBoiDXiFWTKnW3/TBa9tBccSYFsj7KoBQ9rAB2a1o7iV3eY6/ZgoDLn+ZsxEOo1lPMzJWyKq2vxMaq/XQSTRBPO584l6ep0v6QCqxVL6eUYpqFtzI4SyxScOPQ/DIDjXlYflgC6upHUjMTaLWiLaWIHMiKp0hrx9fhjuHW+6qM7X5DxSGisr0P31EdXm7r/wAEXJ+VZQUNiVzXoVDTIpI2di27u/Zl2+9fq5y3v4ZA+TLY9QXcm2pkXZTWxFIgXOdLG3zToFHs9hxYtdm8RzHdj9OlQp2yLSQeQVYMtpm32c37sHyjuJOh9JH2S16Y8wto9iTofSaizBBwp3h5GVXarCUqj/vKdJ7Kq74zbstMEd8W5TDdvdqOmJqIDZVVf5YYRZ0gqABMiqvAWmN7QjWsdLlmOkg4nbNSxuW9L5Y1Trl6ZOpvu2mWzryVWFNmHLqZuK3aqitLLclhTy6fFlnPy28eVs2lpV1cQ9yOIMJFaGKxzNUNwMz8PvQ6B5cdeXCFSHi8IBPG8VSpnNysdZ6onFk3Drw+EmWNbbtfIKYdhRQZAF3d2QsPfUm+6rNKipizfna/KcsrNwSZd4TGMai3JOvOdM7PV70TrruzjeArnvadybZ1vOodmMRoV5icTclwWuGf963E6NOf7RQs1Tgbu2pGXLvTcIf3jHXwu0wVapvN4iL8JSIrtqUWTC1N8hiy6g+78MqcLVCqLAg2l9jXVkKnQNpKV0RCAxAtvaznlt8nq09IsNmYiy8d6+st8JXN73NhKTZ70yRvKR5GdB7J7BSparUFqXuKf95832Z51jcnSOmo1UcEN0v/AKW3YPYWGLrj8RQpnEof9naorL7v9sq+/wCLdZpH9qOwtmYsNVxSinjFCojYRFV8qru5l3c7M3u/aaObV7UrSrrRem1eihymrT3Wof1yo7RYyhUxJqIWfvAyq9Z8zVGZd5vtTpt9Pp2fNxTy6iW6UXG/P/ZhtgUKtIkVKdZquZu7Cr4aXzfPNDVq0atGnowxCFkfN7qxzE0q9FXKsVZGRHpt/a1M3w/GskbZ2fkw5NRVRqtRWpMo7urTTL/vfj3pr1H58nvnhSXDK/D7OapbIhP0l3s/YrjXKwI6CZfD7QrUP7KvWKodVYKq1GzeJfkm67EbXaurJVYhwVsfizTpuOMoSSsZNKsoI3ivw3ZZWYkNqMjD7v8AinQVpAciTfnvSPUw5JPh+H5ps47jmdVDfgR0vJmCwp5/xml2zTp6Lazg6m0rAlr24Sizgm3wf2rEf/Oq/wAzyERx8padrKeXHYkaj967W+00rFPGdDaADoRwuImihuBwF9Y4g4xOaxP5pQeuvZnsahQ2bgxRpgI9FKxZsueo9Vc7M01Jpr0t6TOexvELV2LgbVBWK0louw9118VP7vhmt7nU8QOV5xo4tlbVpa6aDzkjDr5MT1EeqUPqTHKa2EAayE8gL9fFDWgOYBPnHP8AOsLN/wBwYAzWSwPAGUe1Nlioyt7yHdb5pd1T6yMy6niTAOUdrdmYmnXL00aovvhTrmlMdrZL97TrI3LMjLvTtGNwauL6BpU4jZ3HMi+RtmmXBM7RytKjmXZ3aYWsh7xqneZcygqqUmb3cviedWp9naTgPpdt6wGkrcPgaStdaaKxOYsEVTLajiytgCW8hwWWMaJkyb/FBJsju7WAt1iqhyW4XHTjJNPHcM2gPwyRam9vDr92ao5NlfRxj8zlU8QN5m+9LPC4ldbWvzN95pBr4Mgm2o8oVOh11B5ykLyiwa3C5/TH8v1EpkS1rFr2kqlXcefrALFPxj1Ifx5SFTxI0vp9JMpuDbVT9ZURjtoLDpeFn/CNd+LkLdmvlOu6v2mlIOPYX5WjJYm+TUfEw3f+uLFPhmsx6e6scgpHWmRqd5hzJ8P2V9yDP5MJIIiSJELIrOD1Foun63jjrfkIhaA8weoMcgdEPSNd03JvzDNAQ/QEeRlIOWv/AOcS6nlELWtxDDztm/kjbYnPcUyD7rPyX7PzQBFZ7cdWPAAb0ZqUi3isFPuA7v3vjklaQF/EWPFid5oAvHrIUZWnpzEUEPQfQx8DhDKfjKWxkj1gVRr5RZB+nn70MH8fKKJYQX1iao6aRwekQ636iUIjOD5fWMuB0UyTVpfXSQal2JC3y33n/wAKyMoiqga6qAB4WYH9Kx9KVrAXsOUCC1uAAj1M6dYKEi9eHnHbehvFDlxht+Fpoyxsr/fEuPQxyN9eEMhzwdNb+Hh4YhgL9deUdy2AOsUw9fimTdjJTjxuOvCNPz5DoI8ya9NeEaqWGt1A5kwLGnQa8LkXF4dFDrwyw3xCE2UtUYbuWmjVP5JJo4TEP4KDp81QrT/T4v0wCupeJwdLP/hjjp1A8zJmD2FVWpUaqyhHKsCgZssuqexaNr3aoPM6fomQ2ZVdDwt5iGcPUcjJTcr4uGXN+ea9KdGn4UUG1rhYipjByAAhoGW/1BXcC4SmL6gnMyx+h2VpAg1HdjyA3csuK2MbXhINbFX0zC/S+stFQ/hdl4Wl7im3Aue8b9cmftFNRpkA5WGWZ+tWOviHrGszdQAem9I0Ei9xWODAheNuIlTUewBvYg6GIwxsrFjqxVb+GN4ureyjlwv70wUKrtSpY3uw6ruxg4ssdCAPMxok/Xl70jYhV52U34g5Zo1R1/s3UvSTndFk7GcD6Sk7EVL4ajqSMnEy4xh0PWIo5Mh4Dx/85x32j4xjj8QBewbL+VZ1/AHf6WGs4x2ve+NxJ/8AiuD+aV9GodlDVqnnmvbiY/h8cyoQCMvmI3Ua/HW40t7saYaDhc8pg6ETE5mJOY2vy3ZW1HK35+fyy1I8iPWQXpNcgXLWaw+aWPYfQxpYcyToJLorbXQL4d6Mik62uhBG8b+JoKeGd2LXIUcQ3hnpRxJeJ2gqowW5Zly3lIzX6HXpLjH4E2VrXDcLCQWwtr30JnDI+TrBcDWDq2dDYaMvOdM2JV3udiF4TmqUNRrrebTs/izdb8sqzmys2FbQte9ijWP3ZjjhdeIvfWaHHbWYqUyqptluTvZZTU6g6X15SkRBxOC6BT52lZidi06niufMBprO9Sw0t0MGHdbncB6WGZpHG/J0jk2+DJYbs7QV1P7wBGVmA95Zt8R2kC4dxR/t1TIi2y70bfDVKlrKFHS2WLXYl+NvRRKo15OGfHHM05eDI1KmNYhlooQBqDUXK32o1Q2ZtCpmBehRVnzgqutP38q/LNrR2GAw48dAJqtm7DpKBmXMx3tTObger9RRzNKH7MTWqHGYzEXXdpo2Vm+ZvclbtTHY3F1VZqFdQN3KEZu7Wd0pYJBZQqhRyy7slU8LS5qgtztKoGXnbOFbO2Tjajj/AGTEsgGUWRaeb7z+CdE7BdlcRRYPVFOkoG7SB7wr8zN8U1xYLfK4PlBSxp1uD6ia2o5zyt8B16Srwubc7SBx8temWWQxCkHr0kNl15zRyKzG4BX6B+ZEo8RhSpsbC3CbGnT4nQeZkbG4JX4XZ+Vhu/mgp5m9puEantCtcEK+Wqpt4t2Zof8AKdE9uuJb9tTDsFAoU1bTxM1Xf8X5ZzhT9J1R0j0LU2vykrZ2AqV6gSlTeq5PhQM0iICep851r2ZuncBlyhlOR2G7maSTop0b/R+wmIweEq0MUopq9TvaSkq2XMu8s6qpX1nMdn7TN1p096qxX/6a+806Hs5lqIDoGG6xBnPs5SRIYfWE0DUj1v6xipUI5XA6GDIp2v5CIyfjCFUHpfoYvP6SogzVT8QYljp1JiiwF9Rm5AbzRiqxNvdB/NKBNaoulzYecjNck5dFI4t/TJKoOWrfEeMDJ9JKLZVYjZ5N9T8XDKsQlIi26beXvS2y8It6dxw/hKQqRy4/WPJ/EdJJalEdyOmvWDQpKrm/TzkikOF9YmnT/wAkSQBw0B62mjLDC/hFZPxi0H0iK9UJYG+cjMq23mggoL/kxJrWNgCzfCv+dyNqrvxJRfhXxt9pvcj9NAmgsB5e9FloJAx8RsvwIf5mkuk1rAaAdPDGQfxhmCEpah+U/pixU+0PSQlMWrxQJYrCA/hI4qj6+kVl6aehgDt/xilMj69b+ohhz0/AwLJOb8YitWCi5ICjmZFxGOA0AZn5KPd+18CxFNb2Z2DsOAHgp/ZWUouzVPiWkfd8L1PtfAkesLWsABugWgB9LQAektEG28riIsQeLcOEdLcom34SUA1f6w8/kReIUfWHb6S0UIt+EF/oesJhCvKQdB/zaBzE39JXVqrVrqoYUVOV3H+9+Wl/VMMC6lXvCQhtTU5Xb/iN8Kx5QLADQDpEqoAAsABugW8MPhzmqLYO7Hp6xa0Rry9DE5bxVO/4SkFBOGp+sDA+RHhvAx+pgJ+kAZeoedxG+84esXUbW3EkyfhcIALmxY8b+78ssI2Zbo5iajv/AGdKuzXy+Du1/M+WSqGy8U3KjTHVy1Rvyp/VNGz2twHnaEHmKOtlMvZ8m/eV6pvxVFWkv5vF+qPUdiYdTfulqMD4qmaq365Y1aw62EiNjQL8T6DwyE5JiKFG6qgdAIl6oH/OV9XHseAAPzSM7ubX59B4ZQT6uLTXgbcpU4vEMDemSLnVQd1o53V+Nr87xJHHhpIgRKe0CTZgVY8c/hj92tqQARpYRFakrXvYm/ONAMh3d5R7p8UrND3dddT4jcwjT8ha/KKw9fPccGHutJSUzpp/CZshXV6PDz4WEYNC173+vvS2amfS8S1HjrYDjAKPH1UpqoJAuc9velFtDaD5x3QBFsxZhNdisEDrZSD1kFcKgJuFF+ZmaKjJNjq+mgAtxtGg7k7xvrNHtDDrxUZrckEqnpHWyqpHMmDaZ0z2b174ZQeCsyTTYxtDMZ7M6v7kqSMwdmmuxLcenWRHOXZEwLb7c9GnEtuPnr1joC1V2Ob7TTs+EazVL8MrNOR1UU1XLrdS78/ml8CJSinxAkk4M5BlW/pL+hgqdrplAHIx58XSQAMLMBrl3hMm7Ma2Dqa7rX9JUYxihtqCTy92bXaONPGmAR18Uxm2Ls92Nj1I3ZHwdILc+Q6m0VbirXAyCwh0qy9GHXMZWq4FuDa6670k0a6G99D57sy8sjutPAujXzoq7oC8AInDbM75soIzE5bscqr9qI2Ps567WTwrvM54LNrgcLRp5RSA/arZWWq7fvWy/wBovu5vlki5vk8upz4cXtXf45/qYTEbGqU3ykWIMn0UqUyCtgvisRLjaLvTxDo9Je9annzM+VEze9l+KN7LrUyQHsW6tvK32ZpSLj3Tja5I+IrPVJY5s1tAkiL3wvwIv96bBMOvIAX6CQcRgCSbfhNhFPSrX8V83nuy+2UAFHLpK5sCw4rcGHRDIdCwHQ+GCGipMNNbyXRZTpwlLhsQumYH1G9JtOul9GAPmZURo0uz8GgAY2zeKWNErrwHu2mUp1j8d/rLnZWM4KRcdfhkMl4iesZxVG4tfTpJtMDLfiPKNgr6noBmigVbYdvpDBy8dAOssiNdAo04sI3VwgbWxZuV5aIQTXDcix52H+KICNxBAvwB3sssP2ew1FvSINMa8NeUAaonhcFiOd80caoNeIJ5Q0B9dYTprrwgHEfa72cbE7RepTdczLSUo32ckyD9gcYh3loC+9fvPdncu3mBXuxWC5ipyuV8ar8UzZxFGsRdgQm81zlyrMqbTpnZVSoxWxfZxnIOIxVKmnw094/r8E347PYTD4M0sGSaynPnIzNVb5oym2MGp3KL1CNcwXT9bSXQ7ZhRZMKRfdsWVf5JHkXlmlim/BWdl8d3blEzVK7Hfc7uX7TTpPZSsaStds7VG71/hzfLOZ4GhXq1qtajTp5C2c0g+V1zTS4fGYumv/ueJPu3D07fzQn5Mzi+jbYDtRSrVGpEOlRGZDcbrfelq1YAf+M5jsnZWMZu8/Z8QuZs5FQ06a+L7WadAp4EkDOczW1Xwov3ZIt+SZIwVbX+46cYjXCguw42Gi/ejZp8bsyj4UO7+aPDD2AtlA5CG9JvKdDkIo1FUcAPplzRqpiAb8bRvEUH8z9YlKD6y0QfBXTWCrUAtzjS0fUxtx5nyuM0EJAqr9ekdo1hrfQeUrWGvA2PQx7DMvM2PnuylskV6IJ0J9I2r2NukfVOHC3rDrUVALOyqBzaQghKgsYdTGJTG8yi/AeJm+yvvyN3VVzuDu0/4jrvN9ml/VHsPs9EN9XqW1dzmdv6PsrKigD1KvPuqfMkfvW+74UkqgAl7Xu/iYnM1TL8TRIH0ist/pKiElcSvNVN+B8MbeoPMdB4owQfpEk/Waog4a3HlFLV+kRbz9IQSKA4r/hFd56D0kcg66n6iFnPQEeUiQJJqW/84ZrHTrI/ejzH0iHxSi2t2PhUeJpoEr9rPlYbxMZbGNU8F1XnUI8X2f6pGyFyDUtlvmCA7v3vjkgppyHpM0UepHLoBcniSd5mhPr+P5YhIef8ZQGC3JmAHnFLWf5W9d1oNPQwADSUUOLieqkHy3otcSOoEYb/ACIi/wCEgJqv01EPNIdhpxDdVi0Y6WY/eGaASW4RvMP+8bLsOSt6GQ3rCocputIHK5t/afKuSRsUPVCa1wLigDvMD/a/KvySUiAKANFXgLQ6TpYBSuUcAItvpCRBCjn/AHxLfTyjhXnE6TRQmX1AhCKI+ovEt6QQO3HhaAt+PUiHDI+o6QAYFFJzXUsDoL+GWBlQwHl6xK1GHhLD0M6RnRhwso6tT7IHrmkdqp11Nr8t2NOzeZHrGyePl5TjR2HGHC+tjmiSeNtAIdr31IB4wmXgBe3mZaAyzANmOaw5e7A1e/CxY8AI4aep00jYPG2n0gWJVWPHkcvGKZOH5oWY+dusfpD1PleQjGRR520ihSFxyMceoqnUi/S8T3jHwoTpoTuygFbCKwPEHkR7sQGqU7Zt5APF8MdprUPEgHmAMzQjhgfFdrfEd1ZKA2cUjWIcWG9lUZjA9VuSMB1MVWw6+7usPhEQKpGjCwt4h4ZKKBlY8WF+YURirh048SOZ3pNRQRf+MS1MfQyApsQnHQASFXw4YC/4iXlekDfmPISHVwo5XuDw91oKix7A0shqL1KtNZXJudN0c5k+ybZapHA26+KbKoub0EzRJFUrACo3ELTZvtbs5RiGuSep4Tq+06RRKp1Cmm9z92cvr0hc8xKWPYwrHloD5yTRohrAkAEcSPFErhxpew6iShhzYWFul4NsZr4GlTUlbGoeHwzNbSwLvUJc5SRwAzJ+Wa2lgif/ACj1PZh+Hjx0kcbEZtHPm2CxuVyN55VWQsR2XxFxlNPLbpvTrWG7NZ+q9SJYUuzSqBnuw6jxTO1GvWZynZKYzDAL3amkPg/mkfaGIrVKgeorqynctmXu/szt+F2HSKjKFHW+80V/7NUfeynyyrK42c4OMZbq5Zw7EYqoWLF2LtxL7xaWGAqJUUU1CpVXKxrMc2WdhPZfBnjSQjplj2E7O4WmxKUUB62Wc/SPV+pSXCMlsfBnuw282mjsuXvPmiq1O3/hN1+xrw0A6StxmGpC+gLc/lnVKjyuVsyLUeB4jnEdzyygk9ZpThaZOoIWS6WzqXyjzPuwSzLJs8taynhyHhiKuwmNtw+s2gw49y7HqN1YX7CxtdgoPJf6pCpmBrYNqR4kDzj+E2qyaZeWjPuzbVdhowPh14nxNKfE7BtfU/hKW0M4baTWG+2XmFOVZb7M2opsOB6yofY2mmh6iDC4KoHGhIvy3YonBr0IPMayTTPpKuiRpxB8/dkrKdJTBLyX42jTYdemoiqSP/3juWCDS0wOkYxFrcryXUty5RipSXTjeAU21KIalUQ2IdGU/lnFez1KmMbie+V8lOk6KCGVWfNkzTtG1qbZjqcvi13RM7jMAKgOVBUJFrjdT80zJJnWMqRz6lUXvGFPVQdQBvTUbG7OvWs11pp1beb8kKr2JqKwq0iEqD3B4JLwj4qkAGo4i4NroO8Rpx9NXyej9Q6pF/h8JRwdNiLAKGqu7e9I2we3lB62VqTFfCtUnM35fclFtzbNepSNL9nxRDHK16bLmWMbD2a5OuFrm+6outBW+0z735ZuUmuIoY4wdymzreExtOqgdDdTwjgqjz9JWbI2ey0k3VRwNVpncX7MlvSqeRm0eZpXwSjXFhzMSaw/7SExI4qw87RV/r6TRkcNcXiu9XXiJFqqOPCNZbW5ykLGnr0jVU28lhUHsORjVdSftRRBeZTbp1jtO3MC3nKpX1AW7MONjur9ppMWjcDOS3yAZUX+uCjtQq9+6S5+PMy0l/rjuFwGUh2YVqg4Fxu0/s/BHaNM9LSSBbqIogFri1mVgeo3hCKI3DWL08jCYA34Wt0loWMvSA66RsAayQXtoCMvQjNmjIYEnMBbNmunu/dlogj8RDK8eMfakumV1LHeysMrL8sYq0yPLzEqAkj8fFCYcYGb1tBf8ZQEo9IdRR/2iK1VUF2ICDiTGgr1eOanR+H36n2vgWZbA3VrknJT1b3nPgp/1t8sco4JADezOeLtx/8ATH6dMKLAAC2gtAp485QNGjqLMwty8SxQLa8GH5Y6B6WhwWxrveoYQ0cHmI4qesJ6YN9L/SKFhq/4wDnz8ow1LjlZgfXNCu4t4W/S0pCSRBb8ZF/aLWzKwPpmX9EWtVTwZTblAofP4wM/qBE5tJAr1jVY000poctR/wD+Nfm+KSyjj4g1CVS/djMruPe+VWk6gwAAAAHSREAUBVAAA0C/DHQ34xQbJRpKdbC8I0+jMP5f1xtHOnSOB/wlIAK45qRzvuwBzzDXHMb0fVv49IRgCO9HUX892OA6cjEnzAIh0MLnaygj3iQfDBG6HqFIsbWlklIKALaeK/xROHoBBYXPUn3o454dJ6IQo5uRDegp4qDI7YAa2JB5Sa7QgfUTe1EtnMaeKK7tTTow8Mk5ulrHhIzVFIIsPvfFI+ZqfC7JbWwzd3PDdM9VFmQLeUSx06WGW4+GRadXPa2QgjrmaOpzvqCcum7mmrMsWXA526kxqriBpbeHkIoU/IC3C+9DZePW/IScgbRib6AdLx6kl+JJB5A7sAW173Okew6+XHrLQFU6OlgBe/GKt5G5jyU/oIa0deZP8soGl18vpDNPNbWwHGPClr096A0h5jzgg2MONdbW5+9ElV1uAR5iOinx56WF4ruvSAQzh7XZOW8V91oEqKdGGVr5dZOSjoeJvEVUSxzWsesxRSHWorbz8PCMJhtdeA4RVRCt8mZl+H4fvRAqE/KfhPikNIm4HDKGJ8JA8Q3ZLOLYcKjG3QZpEwNIE63a3U/4ZPboAPSDLK7aArVlKl2CEag7ub8n9UoU2It+ZB6ial04+nWQAPzHh8sUEyqGyByIA6AR5dmqOJBliE0HGOKn4cpSkWlg7D9MkYbB5jrpY6yRQolr8D/hktd0ADjBLFU6IXhoBFheGgMQaoHH+EZqY0ch+JkoWSHog8dLcxuxrMwPxL+VpGrYhzwNgem7GlJ6kmSikt8cl+LBuh3YoYg8rWlbW7vgbs3Rd54lKdYXy2y8lc6wCyasddSJX1aq62u5+TeytDUA/wBqWzD4t1W/wyXTw491bDyEBlaKbtfgi3+00cWgAQblmXeuxzS1GBPUCOf6v9LRRLK6lWfkdbc5IXEtzymPts0jgeUT/q5r9QYFjYxrfCCPWONiFbRgRFJgzfw6R9MF11HWCiEw1NgLR+jhABoBHqVBV6kiO0+fOCDYocLgfhFCjbgSB+mLC/SGxI84INXYDUX8xEZhfjfyiqmLUaHRjwQbzN92MuHe+6tMH3m3n/6ILQqrYC5yr6mMNUJ8K/efdX7qxSYQqb3znq5zGKq1dbEMFt92CFTiqIZt8s9uAO6v5YFUacAI/iCLm1iL9YTKPrzhItiMoN+nWLWl6WiSnDWLWnpx06S0USaCm3Ax2nhV9Y7TTQcNBAAfUS0Sx/D18tl93lJI1tK9uXHXygpYhgRzElCye4Hr1jT0wb7tvMQlJOt9OkcWqdOFpBYwaVvhNuoiCg+C2v2oqviBewu7D3V/xRPds39owAPuId37ze/CFCVrpeyjO/wp7v2vghvhGIvU0B9xD/M3vx6nTGmUAAdN2O6+p6GWmBihQTkoAA6SXRUDgB6mFTPl8ukdUgaaHraUg6KfA6WjncwkcW4G0czDzlohHrYYxkIwvwtbLwkxvvCN1PTWUqITLw4XhWt/5SQqdYTL9YDIrD8Y2y69D1BknL9IVRrC5sFHGUhGcNxzX05jdkSriWByKoeoRwRt1fmb4FkkhqhOW60j7/vVPsr/AIo/h8KqCyhQOvvM3zTJSuw9Dez1TmqDgCGyUvs/1SwptcaEW8o53Y5xupg15XB8jlhogorG7cbQu6YcGB8mEIVCOII813pUWhRv0Jh2hoVPvXPnuxQQnhY+9BBAB9QYYf1/CKZSPOEF8tecoEjKfpAwGnXlAw9QelonX6c4AWb6fSJrU1INwtjxi8vXQyDWZqjNTpmyg2qOP938q/P/AHQBmqhqFqdJ3VRuuwbMq/Kvzf3SVToMihRkKjgPDJFCiEUKNB4dIrJ/DkZARTUI4hh5+KOUqingy39Y8ViGoqb3AI85RwLX6aRQP0I5xj9ntwLL6HMv64YRxbwsPMZYA+r/AMOEdV+H/KQ2rEeJHB6gZliqFYNZVuWPICATgfWKR2W+ViL71iIylxyNuAuI8Dx8+kvKMvklJjm95VOnEGPjFo3G6+srGaEX4zSyMmwthY8CCD0MDL/2maaqXqjKWVafGxy5mk+ljXFtbjzm1mRHj+DFFF5AA9SMxiww52NhwhhOPIc48tAaczbNOJ2K2thjcvT0a+q+60coVr7vgYHgd2T0IGvEk6ARNfCioL2YMN5SN1pKLY2q34Em3MxRB8/ON0WZDkqC3wtfdaTQg46EHhaCEZFvYXH1kymnG3ASOwW/S3KSsMBylIOrS4fm1+KOKuvW8AHpYRh8cgLWuzDkgzQUkEDyMSOHRpC/eub2Cgn3jvKv2UjowrEb7MR0B7tf0SAXUrKpsSoPT3o137Hwq2vAtux9KSA6AC3QRQP0+kEGCHNt63koiTS4cT5tJJb6XiSB538UFIuTU8LdLRivTVuPHqPFJNT6+UbYA36+czQsLDs1O3voeNvEv3ZMo1VbwkeY5xODTTmdecXXwoY31R+RU+GKFhgceIkOoNesWarISHvlB8Y/xQmF78CpgAX+HKGxt0+kTr5xzLw4a8oFCkrEAWsBb80SahPxAQqunE2Xqd2Mir8Csx6ndT80Fod11jTuq8bAngD4oBRdvE7AHiqbv6pMw+z7eEBT1PiiiEMO54JZfic5f0+KLXDZvEWa+9lG6ss/2S1r3MeSmBwFooWV+Hwp91QB6ZZNTBnTWS6YjuXhILI4wykagEHyjJwWXwEqOanwtLEpwgYj1MULK8VinjWw+Ibyx6nUB4Wt1EdZuOkZfDKdRdW8Vx70hR/pCb8Iz3rp4hmX4li6dYMNLfjBAySPMWi8/pflAo4cTDqEAEnKAOJJ8MjKILxYfha0iviidKSGo3Jie7pfm9/7sNcEWB71i2uiL+7T/rgDjYwAkC9Ruie79pvDEN3j8SET4U8X5o8iBbABQB0gY/TrKBqhRC8BrzPvNJCg68fKHS/u5x+w+spGRD+ESR5XvJT0Ig0xBCl2jhVvpmW4905ZDWk638Ljz8UucevCQCPS0pUMDED3hl9Y7Tra20sfOE1MNx4Ro0B7txAJub8OUCE68zI6tUA1UMBzHijlOqDbXePEHdgD4PWNPp0MGJrrTF2IHl8X2ZFz1KnC9ND7x3qrfd9yQUPHGinpqWI0RRmZvuyQmepbMe7TkinfZfmb3PuyNhqSpwBzc2O8zfekhjFAk0VVRZQAscAB9YxTqg+sWstEHSnDiLRaJf0jdG9+EeA16E9YQHaFP6+fwwZR5H1Ecw78eJPQwOOltOJmgJSlbgbeR3o6FOt9R8vvRWF5XUE9TJi0hroSxHumCERVHn9nnCKHUag+cdc8rWjqBri3hHunelBEFO/Qxh6BueN+ktKxp23lZbHxI2ZV+6/9UqTVNS/csCg3e8cZc32V9+QtEXF4kIQNWqkaU14xulRLHNUsTyQHcp/1tJlHBqt+JZvE7bzNA1Kx5mKDCXhAVPoIZf8AHmIiq3rbpKQVbj/yhC3pCVtPWGRAG3TXmRDEM/h1hN+J8oAhgp4gH1Eban8JYH8yyRT/AIwjzgrGsz/KQPutAKmuoYeds0czfSKB/hBBtHvwIPS0Dt+EDop4hePH3pW4tmdjToswt/aOd5aa/D9qZsB1azVHNOncKN16nhy/Kvzf3SXQpBFCrYADhGaCNTAHdjKOGQ/4YtcUmlzlPzjLLQHrHXhrwjeul+PKOXvbhfqITLKQbJ58THVN4QpcOf0h5T5QUWR/GELeevOFY/8AlARw5eUEATaWGzKOhcgZm4H5ZDw1EuwGluJl2lO1ug4Ttij5MTfgSRCNFDyAP5Y5k4cbGArO1GLIz4NT1vI2I2c+U5CASNLyzAhkeky8aZVJooEwD01C2uQdT8USQRx0PMS+aJNEacD6zm8K8GvUZg1whBGo0jww/A8L9JKFMefnEhRrrOJ1EU6I000P6ZIFMCMVMSiWuQDyufFGDjna+VCdeY7tZCkuvTVtDlsRrpKitUNAm+tHqfdkkUKrm5cBfhQf4njtLZqWuVu3xOe8bN9+SgV64gEHJdhfiokqgrm3BByv+8b7UKrgTTN6egvmZD70mYDEq+nBl8QJ3pbAgYcG1y7+THd/L4Y6qDllA8hH2pjWNlT9PCNIIFk9bjpEPWGmmnOKI/Expl8iIsBd5m4W/CA316Q09DflBf0JtFgMfj5WiX5cvWGCPIGKUX8x5RQI9RLnpCVRpw1/NJVWn+PKEF05X9IAqkLaa/SLy8TraGi8efuxp64JtvMw4qgzQAqmbSwUgneJPuyLiaWQ3Q5feKnwyYO8OgyoP/uN/SkMbMGhbMzeK7HNJ2UrVxg0GVixPFRut96OolRvhQfL+8eW1PBrbUaQfsuTwWIvwMhSBQwI42LN8T70l0sJa1+Aj6VOXhbneOr+MWQbSkOQ9dJIp0xCDfj5QwePP6wQNgIWmnKGFiWpwB2mIsH0jFMsegEWb2EhaHM3HyiSYix9YM0pAmiST6jkTF6QqjroNS3wgZpGaCURvE00sOTciPFHQjN0UdBvNHEpqvIX6k5jFGSBkrgbmXKcuVnG8v3YvD4ME5qhao4+Pgv2V8Ml5z5WgNiOsbTVilHC2ggYnl/CMszctR0Jhip9PWALRfoYMvDpDzHhw84MsWQcVPp6RRS3kYmm0UxlRAy0Qwiv4iIqPAIlccRqbStqDjxGstiReMYgDjbWAVi3+nWEi6318o7VPHgAOJjDVy2lNc2uXO3gX7PxylJhqqq3YgADUkyJUzVb5VyoRq7je+6v+Jo5hcEL5qhNR+RYbq/ZX3JOZfTWTsFfRwIWxXee2W77zR1mI4ggdRvCPhOMO/8AGKBFzXtaxEeA63A5wjQTpY9QY0yvyKsOh4ykFsnQx7DVOpkI1BpfMp6kRykR1vALiiOhHrHVY6cLdT7sr6Fa1h14CTb6DSxMlEHy/G1ySMtyIVMxpAfp0kyk2muWw3VFt6bA7Qa4HG44WEXTJseI928JH06L0EUqHhxHKALDDTgWPMjdWRdo1xRtmN2bwqm81T7KxqpXZmKUVDuu67n+ypfa+Nvlj9PZypZ2L1K7Dedh/L8CSFohjDvV3q2iXzLSU7v/ANVvf+zJRtlsBYDpFtxNtfpG3HC/CCCCfX0iGY/KfIx3L52vwjZEoI7mxNwRfmY2F4WsR6ye63/53kerhgSeINuKnLAGraCJhmm68CrD5vFEd/Y7wYEc7ZlgDgW/HSIcesOlUBuQVIgY+kAJGiyeHP6Roa25GOE2B5+UATlvfyPCJKwy/DkfFwkPFV2cmnT0b33H+6X+qC9hYiszMadO1x43A/s/+qP4WiqKFXQDz3m+00LD0QgCjS3O+83zNHRJRBRH1tC7sHktvMQgPPSGJQMtgl4jMp+Q5Y33VQcGVrcm3ZKblyhZeHC5koEda7L40Ya8V3ljlOurcCLjlfKYq5/CJaiG4hTf80AdA4wMBrI37Pa+RnW3nmH5YoM4vorAc/CzSgutl0lCXupZuNjJlpl8631D026yXh8a/u1AR0benWOSjEoX0Xx/C0F/SVtPaXxL+U5pKp4xDzANve3Z1U0zDiyRaJY8YM3C1reULj6zRAhFKfrGSP74CeHHSUjML+0VGvZb9CTlywhQqHi5A6Lu/wDVJaYfreO01A5Gx3bATws9RGo4PUaC/U+JpOpYe2nGKSwtxMkKePlBBFOl6DrpCqr/AHR4Qs1umvOUEM38rfmkfF4POAy3WoBowliSP+8Rc6dBIylbSxxQ5agyt4QTwaTgb9PWN4zDiouVgpB523l+zIaM9AgNd6HhVvep/amVwWrZY2H3raRLE3HA+USlZXFxYqeBBiivHpz1lIJK8+kS1G/C+Yxarr5wNiFS+YgHpfeb7MAaGEPPWO08OfIWhnEu1slMm/vP+7Vfu+KGMKz/ANo7EX8KfuR+je/VFihjEVlXmCw90DMW+6kaTvGO6mUHgzne/KktKOFVRuqq25gb0cCekhSBSwOa2cs9vdO6n5ZYUcMo5ADoBHKccX6wQQKI14Qm+gi2c69Ii/4ykG28oO7NuN4rmefvRSk6coLYw1MNa+vnEKjJf3l6X3pOCjWIZJBZHp1wb8iOIMcUwVcMG8jyIjQzLxuyDgR4oA8zHSBGJ8oaMGBsdBFW49IAtTEufpDLqLXIA/mjb1CSbCy28Tf0wUMAa/m+zCLX4XbzHh/NBTo9bsfP+mOOSPTpBGNNTvx0HRYpF4AaQ0BuecWiRRABbdY266HpHXA56xB5SgQqegvwhsNBwHpFv/dEH66SgcWlpyMUw0INj9I2hNughs2hteQDbKNcpIYcAfDD763EEfqWLRfw8otVvJQBSb0IiyI0+HHK6t5eGEHZfECR8QgtC9YGWBWDXIsQJGrY9blKYNRwNQp3V+03uSChVVdD5cZENcm4pr3jfETlRfvRb0Gf+0IZf+Gm6n3vjkhCANBYDkIBUtgyTeo2Zr+EDKi/d/qjhW1hoBH8WeNtLSMp1HSUD6H6mOL9IhBx6x1aOhlID+MBX6QZfWGR9TAG6lvIxp2+kcYRt11PDSAIA18uYgNBSdLg9V3YEXXrrJDadR5iANUgykaK46eFpLo4vd10Pzf4YxTS948F9COhkBOw65xcar1k2mgub2DWy6GVipawQsD4so3lzfZkyrXaiyqypXrsrOKNNmVqfw9/8H2fF9masUS3pItM1HcooOrMNM3wr8b/ACrHsBsjEYsDIrYfBnTMxy1sT/8A1L8qwbAFJ661cYzNWXLkouvdJS+WlS9z7U6JhK1JlCplVbcb5d5vhlD4Mp/qlcPTC0wtrZWAG9INanqbg+Qm9xOzKWW9wSRq4bMWmX2xhrXy5ivn7qzVGTPYhBYWF78flkRlOvTpLMU7Xv4WHG/hkSo9tLD/ABTJSGFGt+NokR5m/ieMbci/MfqgBhhrEHWJdtR19IO8FzygBFOPKMvRvzAEfJiDJZaIj4deejdV3Y21IjgwPytJjemvKJKc+cUQiByOKsPNd5YYrg+Eg9ZLyaecra1LvXKJlAXR6gHh+Vfnii9gr1SxKIbe67gf2fyr88eoUggstwvU7xZvmhJgO7H7t2AG9lf95ENWdfGlx8VM5v0yIP8ABIPKAfwjVPEo1t6x+Ft1o/k9LTRBIP4Qr284bLbz6wr8YAebjAWgB48oZXhAE8+ZBh24cIRU+kFj9ILYFMBb+7SC/Hzh5PX8ZUQCt11HpENSQ+7YjgV3YrKfURNpCdCWonk5t0YZpAxNVmcUyLgb75Ph+GTMZiAiE6k8h8TfDGdnUtCWvnfeJ/lkNIlUMUNLMVIHBt1pMTHOL+FgJCZL8bERp6VrWzL5A7v5ZpSaM7UXFPaK6XBB8t6PU66nmNeplAHcfC30ywCt1DCxm1lZNiElPrpzi0T/AM9YIJzNi/wEMH1gggAJ+sTUaHBAGRU4cLwM2ml/LSFBAQlNOPERTp14Wy2+KCCCoq8ZS7i702GQasjHT7scw+0s4GRGJsqnMO7VfzwQTmyx5T/BLWi7jecKDxVBl/V4o/TwqrYhQGtlJ8TN96CCbDHV53uDHVH8ecEEMDluHTrB/GCCRgcpmKLH6Q4IDEgfhA6+UEEGRKgX5mLYQ4JAJLDTnCB+kEEIqEM8CPa/O8KCaYRDxFZLnuwzVeieH7zeGEKlUEd5ZFtxXe/V7kOCYLZLoBbXFyTzvmZvvRbAm3KCCVAUDb6RQe/oIcEAUqxWWHBKZEn6AxnN6jzAgggA69YEEEEFQ6w084S6fWCCVmmhLtr5RdNvXXyhQTJB4Dh1kfG4paY1N2PhTxNU+ysKCQEQ4Z6285NJGGXJTbK7faZItF7tQoUBF4FR4YIJUGO0CDax9YuovG1yOUEEqRGQMQNehEQtvLjDgloo4g0vFVH/ABggmURiM3C8WGgglIH0jNQQQQAlp/Tyjo1HlCglQHKacfIcpKw2ENRgqWJIzEkqqqvxMz+BF+KFBCKhVPEFiaeEIJ8D4y26q+8uFV//ANyaDYeDpYdd0Z6niZ33mZoIJqIl3Rc0dnDEsO9ykEqt7bzf0falns3sw6k/s2IKDU5Ki9/S/qSFBLLgzHstMTTxFNAKtBzplNXCHv0b5mpZVqL+qUGMqqhqBWFV8vFG/s23N1l/zaCCSLs6TikUWIxQsRlXe43zbsrqhuf/AAhQQzmIPoAIkr+EOCQDdZbjpGBT16woIAs0z/kxNQ6HiSYUEAT9T9YRqWtzgggESrXaq+SnuqP7Rx7vyr8390mUKSoAq5Qo5CFBMm6HB+Ebenr1ggmjNCKlJCLEKR5iMjBgA5GdT0BzL+V4IJANHvlOoV16g5XjiYpL72ZTzzDKsOCQDhUG1iD0tvRQW0EE0KARxjRHn56wQQQDD1PpDVyLQ4JUA2qeVx5QKwN+R8UEEJAq3bvqt9TTpnKPmeTkT1ggmRYq3nG2PpaCCUAYesQ/KCCCWf/Z&quot; 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&quot; 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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/8933381481507199372/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/06/fotos-da-oficina-utilizacao-da-imagem-e.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8933381481507199372'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8933381481507199372'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/06/fotos-da-oficina-utilizacao-da-imagem-e.html' title='Fotos da Oficina &quot;A utilização da imagem e do lúdico no ensino de história&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLVbB5PppAHuXlplwkkSXc3cI1l-kU9MJwrCt4bt4ACcDIUM6YFlt1xwvou85eHWQO_ShCMYE0svagIlBEBSUKnXU4C4HQucjzKDXoEnCR5hqGPs9ItAMz9EiOLbB208KJi4SIb-SRQLY/s72-c/DSC09043.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-1924046693900993990</id><published>2011-06-24T10:52:00.001-03:00</published><updated>2011-07-02T20:46:38.955-03:00</updated><title type='text'>Quais são as notícias que podem ser temas de questões da prova do Enem 2011?</title><content type='html'>Por Leonardo Cazes &lt;cite class=&quot;byline vcard&quot;&gt;&lt;span class=&quot;fn&quot;&gt;(leonardo.cazes@oglobo.com.br)&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;provider org&quot;&gt;&lt;/span&gt;&lt;/cite&gt;da &quot;Agência O Globo&quot;&lt;br /&gt;
&lt;br /&gt;
Clique e leia em: &lt;a href=&quot;http://br.noticias.yahoo.com/s%C3%A3o-not%C3%ADcias-podem-ser-temas-quest%C3%B5es-prova-enem-134400958.html&quot;&gt;Yahoo! Notícias&lt;/a&gt;&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilxKX7GTrocz07QidK58rkIpsc2N1Y2DVDeY9EpFNZFbYNKbPeX3rrvz6l8FoZxOsqDF1GQgzTPct87kmlujZ1_GGtZP4iQq4KJ5vrh5qejibUj5ty5iG4v13-chU3kpBGuIcxa1y4B0U/s1600/enem-2011.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;126&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilxKX7GTrocz07QidK58rkIpsc2N1Y2DVDeY9EpFNZFbYNKbPeX3rrvz6l8FoZxOsqDF1GQgzTPct87kmlujZ1_GGtZP4iQq4KJ5vrh5qejibUj5ty5iG4v13-chU3kpBGuIcxa1y4B0U/s320/enem-2011.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/1924046693900993990/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/06/quais-sao-as-noticias-que-podem-ser.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/1924046693900993990'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/1924046693900993990'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/06/quais-sao-as-noticias-que-podem-ser.html' title='Quais são as notícias que podem ser temas de questões da prova do Enem 2011?'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilxKX7GTrocz07QidK58rkIpsc2N1Y2DVDeY9EpFNZFbYNKbPeX3rrvz6l8FoZxOsqDF1GQgzTPct87kmlujZ1_GGtZP4iQq4KJ5vrh5qejibUj5ty5iG4v13-chU3kpBGuIcxa1y4B0U/s72-c/enem-2011.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-2898341127959135422</id><published>2011-06-16T14:11:00.000-03:00</published><updated>2011-06-16T14:11:01.975-03:00</updated><title type='text'>OFICINA Replicando as experiêncas desenvolvidas pelo PIBID: O ensino de história e a educação libertadora na rede pública de ensino de Caicó.</title><content type='html'>&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Serão oferecidas Oficinas aos alunos dos cursos das licenciaturas, &lt;span&gt;cujo objetivo central é difundir a produção pedagógica  desenvolvida pelo subprojeto de História de Caicó/RN, do Programa  Institucional de Bolsa de Iniciação à Docência - PIBID. &lt;/span&gt;&lt;span&gt;Os bolsistas envolvidos no projeto,  através da metodologia de oficina, socializarão a experiência didática  desenvolvida na Escola Estadual Calpúrnia Caldas do Amorim - EECCAM.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Programação:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Dia: 21/05 e 22/06&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Tema: A utilização da imagem e do lúdico no ensino de história.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Dia: 18/08 e 19/08&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: small;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Tema: As possibilidades metodológicas do uso de mídias e do livro didático no ensino de história&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;As inscrições estão sendo feitas pelo SIGAA no Menu Extensão &amp;gt; Inscrição On-line em Ações de Extensão &amp;gt; &lt;/span&gt;Replicando as experiêncas desenvolvidas pelo PIBID: O ensino de história  e a educação libertadora na rede pública de ensino de Caicó. &lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/2898341127959135422/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/06/oficina-replicando-as-experiencas.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/2898341127959135422'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/2898341127959135422'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/06/oficina-replicando-as-experiencas.html' title='OFICINA Replicando as experiêncas desenvolvidas pelo PIBID: O ensino de história e a educação libertadora na rede pública de ensino de Caicó.'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-8947423024063533641</id><published>2011-06-08T23:19:00.000-03:00</published><updated>2011-06-08T23:19:13.523-03:00</updated><title type='text'>Carta de alunos da EECCAM sobre a greve</title><content type='html'>&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Carta dos alunos da EECCAM (Escola Estadual Calpúrnia Caldas de Amorim), Escola onde o PIBID/História atua, enviada ao &lt;a href=&quot;http://www.sidneysilva.com.br/blog/&quot;&gt;Blog do Sidney Silva&lt;/a&gt; sobre a greve:&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;Caicó – RN&lt;/em&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;E.E.C.C.A.M&lt;/em&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;terça-feira, 7 de junho de 2011&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;Redigida por: Elaine, Angélica e Vanessa, representando todos os alunos da EECCAM – Escola Estadual Calpurnia Caldas de Amorim.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;Caríssimo povo caicoense, estamos representando os alunos do 3°  ano da EECCAM, para falarmos sobre a greve estadual dos professores que  está nos prejudicando com a falta de aula. Como já diz o provérbio: “Em  briga de elefantes que sofre é o capim”.&lt;/em&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;Nós que vamos prestar vestibular em novembro, só tivemos o mês de  abril de aula, por isso, estamos nos mobilizando para que nesse intuito  haja um acordo entre o sindicato dos trabalhadores em educação e o  governo.&lt;/em&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;O Brasil é um dos países em que os impostos são altíssimos, e não  está sendo investido na educação como deveria ser. Nós precisamos de  uma educação de qualidade, pois sabemos que é fundamental para o  desenvolvimento de um país.&lt;/em&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;em&gt;Esperamos que os professores e o governo cheguem a um acordo,  para que possamos retornar a sala de aula o mais rápido possível, para  podermos concluir o nosso ano letivo.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;em&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Do blog: &lt;a href=&quot;http://www.sidneysilva.com.br/blog/&quot;&gt;http://www.sidneysilva.com.br/blog/&lt;/a&gt;&lt;/span&gt; &lt;/em&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/8947423024063533641/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/06/carta-de-alunos-da-eeccam-sobre-greve.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8947423024063533641'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/8947423024063533641'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/06/carta-de-alunos-da-eeccam-sobre-greve.html' title='Carta de alunos da EECCAM sobre a greve'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-1513682069830946177</id><published>2011-06-06T13:16:00.001-03:00</published><updated>2011-06-06T13:18:24.486-03:00</updated><title type='text'>Bolsistas participaram do III Encontro Integrativo do PIBID</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Os bolsistas do PIBID/História/Caicó participaram do III Encontro Integrativo do PIBID, que ocorreu em Natal/RN, nos dias 2 e 3 de junho de 2011.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;No primeiro dia (02) do Encontro pela manhã, os alunos integrantes de todos os subprojetos participaram da Sessão de Abertura, e da conferência “Os desafios da formação de professores no Brasil atual”, pela profª. Helena Costa Lopes de Freitas (MEC).&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Pela tarde, os bolsistas ficaram divididos em diversas salas, onde em cada uma ocorria a apresentação dos resultados dos subprojetos que iniciaram em 2007 (Música, Língua Portuguesa...). Parte da tarde também foi para um encontro entre os professores supervisores das escolas.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;No dia 3, na parte da manhã, os PIBID’s de História Natal e Caicó participaram da palestra e mesa-redonda “Formação do professor de História e o uso de fontes históricas como material didático”, pela profª Circe M. F. Bittencourt (USP) e do prof. Raimundo Nonato Rocha (UFRN).&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Neste mesmo dia pela tarde, houve a socialização das experiências dos PIBID’s História Caicó e Natal, onde cada um apresentou o que de mais positivo foi feito no trabalho nas Escolas.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;De uma forma geral, este Encontro, como também os outros, foi muito positivo para que se mostrasse o que tem sido feito, bem como pela troca de experiências dos subprojetos.&lt;/span&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDaxlJAJVZ9ETlBmRzlz-Q6qfFsTPOguVozJFj_seMGH9cuW8fOWyeMARkYnbUh0ccLZpSZLqH1wWR0uvemCbYZM3sTAb0SmeULBPyDH7JQ437vHOW3DCZ2s7_h3avAiOKzEcF2lWz9Tw/s1600/1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDaxlJAJVZ9ETlBmRzlz-Q6qfFsTPOguVozJFj_seMGH9cuW8fOWyeMARkYnbUh0ccLZpSZLqH1wWR0uvemCbYZM3sTAb0SmeULBPyDH7JQ437vHOW3DCZ2s7_h3avAiOKzEcF2lWz9Tw/s320/1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Ouvintes da conferência da Profª Helena Costa Lopes de Freitas (MEC)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJr7-r2LVgyLB4Q0ho_kD7wPPL-o180Sb7uWYriOvm0Y5LLhuH8DwKSBbbQamfARQqXYB1AvHjM1e-lLBN_-75qg8UPHrBhPqDr78zrZ3XhQB5Bme31nZ85G9RriMwJdGo-F6ZR2b5JwA/s1600/2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJr7-r2LVgyLB4Q0ho_kD7wPPL-o180Sb7uWYriOvm0Y5LLhuH8DwKSBbbQamfARQqXYB1AvHjM1e-lLBN_-75qg8UPHrBhPqDr78zrZ3XhQB5Bme31nZ85G9RriMwJdGo-F6ZR2b5JwA/s320/2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Mesma conferência, sendo exibida através de vídeo-conferência&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhPaWiaXSK4Pra9GyXdfDkEDuXmxI1-cD_LWWqVBA1LgprEfAW6x7vzsIGvp0LbdgM5bTE6OIAuZXZJbtIB-NTK4zGjMfu6W3_97wNYLHGcMVUM6Ppw4c0FoQMm0H7cDaPvmbkLn-NVOk/s1600/3.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhPaWiaXSK4Pra9GyXdfDkEDuXmxI1-cD_LWWqVBA1LgprEfAW6x7vzsIGvp0LbdgM5bTE6OIAuZXZJbtIB-NTK4zGjMfu6W3_97wNYLHGcMVUM6Ppw4c0FoQMm0H7cDaPvmbkLn-NVOk/s320/3.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Profª Fátima Martins Lopes (UFRN), Profª Circe Bittencourt (USP) e Prof. Raimundo Nonato Rocha (UFRN)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4TQwLqcm_sBrzwVqNuIjmSnI7a5v0jDnK77SDf8HdBc1CcpESKs-SN1pDMGCDBXTK5qogyqYtqr1iSJwajTwRJ0d70mAk4ghzLTSBtKVSqj2O394G1fJlBLvbKouO1Te8TmFx10nfNAQ/s1600/4.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4TQwLqcm_sBrzwVqNuIjmSnI7a5v0jDnK77SDf8HdBc1CcpESKs-SN1pDMGCDBXTK5qogyqYtqr1iSJwajTwRJ0d70mAk4ghzLTSBtKVSqj2O394G1fJlBLvbKouO1Te8TmFx10nfNAQ/s320/4.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Participantes da Palestra de Circe Bittencourt&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxyEcqPCcip0Z2A1rxRudC_c3rcv_6MtTNZgxst1GaTdtJnCBWdA_CEMvGzqT3TATf8tDQ3_NDLGaIvqcKN3JfWbsWe7e4dEZSF447axNn-GpWCYshHnCVYNyYyfZYb4f0pfYCZGSUUa0/s1600/5.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxyEcqPCcip0Z2A1rxRudC_c3rcv_6MtTNZgxst1GaTdtJnCBWdA_CEMvGzqT3TATf8tDQ3_NDLGaIvqcKN3JfWbsWe7e4dEZSF447axNn-GpWCYshHnCVYNyYyfZYb4f0pfYCZGSUUa0/s320/5.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Bolsistas do PIBID/História/Caicó realizando conferência&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigsZJyZImyb4ePUdnYjoP_4FIM50G2RZNaXmDUSenwpRfkdOtNxXA3Dw0Q2k5es4c_-5XuLuJrOHUI-eJWDhgIVORsQfUO3ShWRLvq3L5yLfN7JQkg10zcnm5AvPjd26AlpbZDsVpbAfs/s1600/6.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigsZJyZImyb4ePUdnYjoP_4FIM50G2RZNaXmDUSenwpRfkdOtNxXA3Dw0Q2k5es4c_-5XuLuJrOHUI-eJWDhgIVORsQfUO3ShWRLvq3L5yLfN7JQkg10zcnm5AvPjd26AlpbZDsVpbAfs/s320/6.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Bolsistas juntamente com Circe Bittencourt&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitPZds6SJUFG7hEd-I7S0VeZDWuFRfaO_7akMUuO6DhTh5HvOOa1heyMQX3rPLJTCfd2XV5JR1QQkXUQc8BochXuPREzYVLc_qgTGp6LF9csRMKO2eik7q0aHsJunqRLrVMZ1Bsbo5E5c/s1600/7.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitPZds6SJUFG7hEd-I7S0VeZDWuFRfaO_7akMUuO6DhTh5HvOOa1heyMQX3rPLJTCfd2XV5JR1QQkXUQc8BochXuPREzYVLc_qgTGp6LF9csRMKO2eik7q0aHsJunqRLrVMZ1Bsbo5E5c/s320/7.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Grupo de bolsistas&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/1513682069830946177/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/06/bolsistas-participaram-do-iii-encontro.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/1513682069830946177'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/1513682069830946177'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/06/bolsistas-participaram-do-iii-encontro.html' title='Bolsistas participaram do III Encontro Integrativo do PIBID'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDaxlJAJVZ9ETlBmRzlz-Q6qfFsTPOguVozJFj_seMGH9cuW8fOWyeMARkYnbUh0ccLZpSZLqH1wWR0uvemCbYZM3sTAb0SmeULBPyDH7JQ437vHOW3DCZ2s7_h3avAiOKzEcF2lWz9Tw/s72-c/1.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-3696778056459324468</id><published>2011-06-05T13:08:00.000-03:00</published><updated>2011-06-05T13:08:21.134-03:00</updated><title type='text'>Sugestões de Filmes do PIBID/História</title><content type='html'>&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;A produção cinematográfica nos dá importante contribuição pela abordagem, em algumas produções, de determinados sujeitos e eventos históricos&lt;/span&gt;. &lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Dessa forma, o filme se torna um riquíssimo recurso didático que pode (e deve) ser utilizado em sala.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT0-2JJouDIqLuenAYPDkaCUr5V8C6yYk4NY1SQJ8C7fKR7T8VRe5w5Iu-pEi1UNwSDR7oILgZCWtK4SkX1232PZxfhjF4rd5RSU5kcWnh9afdYHl4aDpx4RiD4a6MrG5cgk2EksLgOVM/s1600/indicacao_de_filmes_contraste.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT0-2JJouDIqLuenAYPDkaCUr5V8C6yYk4NY1SQJ8C7fKR7T8VRe5w5Iu-pEi1UNwSDR7oILgZCWtK4SkX1232PZxfhjF4rd5RSU5kcWnh9afdYHl4aDpx4RiD4a6MrG5cgk2EksLgOVM/s320/indicacao_de_filmes_contraste.jpg&quot; width=&quot;256&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;O PIBID/História sugere alguns filmes que podem ser utilizados nas aulas de História&lt;/span&gt;:&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Spartacus&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- O incrível exército de Brancaleone&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- O nome da rosa&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- A missão&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Rainha Margot&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Danton, o processo da revolução&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Amistad&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- A lista de Schindler&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Carlota Joaquinha, pricesa do Brazil&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Mauá&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- O que é isso, companheiro?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Lamarca&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Lutero&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;- Evita&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Para saber mais sobre filmes com abordagens históricas, acesse: &lt;a href=&quot;http://www.historianet.com.br/conteudo/default.aspx?categoria=9%20&quot;&gt;http://www.historianet.com.br/conteudo/default.aspx?categoria=9 &lt;/a&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/3696778056459324468/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/06/sugestoes-de-filmes-do-pibidhistoria.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/3696778056459324468'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/3696778056459324468'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/06/sugestoes-de-filmes-do-pibidhistoria.html' title='Sugestões de Filmes do PIBID/História'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT0-2JJouDIqLuenAYPDkaCUr5V8C6yYk4NY1SQJ8C7fKR7T8VRe5w5Iu-pEi1UNwSDR7oILgZCWtK4SkX1232PZxfhjF4rd5RSU5kcWnh9afdYHl4aDpx4RiD4a6MrG5cgk2EksLgOVM/s72-c/indicacao_de_filmes_contraste.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-4398822684704927254</id><published>2011-05-21T19:31:00.001-03:00</published><updated>2011-06-05T13:12:20.330-03:00</updated><title type='text'>Livro &quot;Seridó Potiguar: tempos, espaços, movimentos&quot;</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3TZqLNYTAIVRUGNgcbOg8eJ4wjNmQVlwjgaZhwteivtWslewUUHVZ7EovY2GPSURXQVriHbU7XeP3tYy0jG4ndIBytQPQ09H_Yj0W3MJZbX2Fk9DH75uw7Jq4u9nhfHUlkVtAlBv8qN4/s1600/285892652.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;175&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3TZqLNYTAIVRUGNgcbOg8eJ4wjNmQVlwjgaZhwteivtWslewUUHVZ7EovY2GPSURXQVriHbU7XeP3tYy0jG4ndIBytQPQ09H_Yj0W3MJZbX2Fk9DH75uw7Jq4u9nhfHUlkVtAlBv8qN4/s400/285892652.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Será  lançado na XIX Semana de Humanidades 2011, em Natal/RN, o livro &quot;Seridó  Potiguar: tempos, espaços, movimentos&quot;, organizado por Helder Alexandre  Medeiros de Macedo, Marcos Antônio Alves de Araújo e Rosenilson da  Silva Santos.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;O livro reúne artigos de vários pesquisadores, frutos de seus trabalhos acadêmicos na região do Seridó.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&quot;Seridó Potiguar: tempos, espaços, movimentos&quot; também será lançado no CERES/UFRN de Caicó em breve.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Para  mais informações sobre o livro, acesse:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;a href=&quot;http://heldermacedox.wordpress.com/2011/04/27/serido-potiguar-tempos-espacos-movimentos/&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;http://heldermacedox.wordpress.com/2011/04/27/serido-potiguar-tempos-espacos-movimentos/&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/4398822684704927254/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/05/livro-serido-potiguar-tempos-espacos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/4398822684704927254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/4398822684704927254'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/05/livro-serido-potiguar-tempos-espacos.html' title='Livro &quot;Seridó Potiguar: tempos, espaços, movimentos&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3TZqLNYTAIVRUGNgcbOg8eJ4wjNmQVlwjgaZhwteivtWslewUUHVZ7EovY2GPSURXQVriHbU7XeP3tYy0jG4ndIBytQPQ09H_Yj0W3MJZbX2Fk9DH75uw7Jq4u9nhfHUlkVtAlBv8qN4/s72-c/285892652.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-404988448462680938</id><published>2011-05-18T17:52:00.000-03:00</published><updated>2011-05-18T17:52:10.918-03:00</updated><title type='text'>Grupo de Jogos Didáticos promove Oficina sobre &quot;Bullying&quot;</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;No dia 26 de abril de 2011, às 14h, foi realizada na EECCAM, a primeira atividade de intervenção do ano do PIBID/História na referida Escola. A atividade foi gerada no formato de uma oficina e abordou o tema “Bullying”. &lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;Quanto à temática escolhida, optamos por tratar de um assunto polêmico e que está em constante abordagem na mídia e vem tornando-se um problema grave no cenário das escolas do Brasil e do mundo. &lt;/span&gt;De acordo com Ana Beatriz Barbosa Silva (psicopedagoga e autora do livro “Mentes perigosas nas escolas – BULLYING”), “É um termo em inglês (pronuncia-se ‘B-U-L-I-N’). Compreende atitudes agressivas, violentas, repetitivas e intencionais, demonstrando uma desigualdade de poder ou abuso de autoridade e causando intimidação da vítima. É mais conhecido dentro do ambiente escolar público e privado, mas não está limitado só a ele. Pode ocorrer diariamente no trabalho, em instituições sociais, educacionais, religiosas, militares, entre vizinhos, entre países, etc. Atinge crianças, jovens, adultos e idosos sem distinção de sexo e não respeita hierarquia de classes ou esferas da sociedade”.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;span&gt;&lt;/span&gt;Salvo o estudo e análise em torno do assunto, criamos as condições necessárias para a sistematização da oficina, a partir da divisão das ações, assim podendo ser sistematizadas:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;i&gt;1° ação:&lt;/i&gt; Dinâmica da bola, como prática de sensibilidade: foi usada através de recursos simples, constou da participação do aluno em colocar na bola, palavras, expressões que fizessem alusão ao tema. Dessa dinâmica foi possível o desenvolvimento do tema e das reflexões prévias. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;i&gt;2° ação:&lt;/i&gt; Se referia a leitura de relatos reais de pessoas que sofreram esse tipo de violência, além de os próprios alunos poderem também narrar algum episódio do tipo, sofrido por eles. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;i&gt;3° ação:&lt;/i&gt; Constou da divisão de grupos, os quais ficaram incumbidos de discutir os malefícios que algumas brincadeiras podem causar a crianças e adolescentes na escola. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;i&gt;4° ação:&lt;/i&gt; Caracterizou-se pela produção dos alunos que foram convidados a expressar de forma criativa e manifesta em painéis, seus traumas e as possíveis medidas que devem ser tomadas como forma de conscientizar sua realidade local na Escola frente a prática do Bullying.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;span&gt;&lt;/span&gt;No que tange esse relato, podemos inferir que alcançou os objetivos que tínhamos com relação aos alunos e a oficina, como: o interesse&lt;span&gt;&amp;nbsp; &lt;/span&gt;em debater o tema, a sede de testemunhar episódios sofridos&lt;span&gt;&amp;nbsp; &lt;/span&gt;pelo&lt;span&gt;&amp;nbsp; &lt;/span&gt;Bullying, a polêmica. Sendo importante destacar a nossa real vontade&lt;span&gt;&amp;nbsp; &lt;/span&gt;de realizar a oficina&lt;span&gt;&amp;nbsp; &lt;/span&gt;que&lt;span&gt;&amp;nbsp; &lt;/span&gt;de fato foi muito participativa. Também, não podemos&lt;span&gt;&amp;nbsp; &lt;/span&gt;deixar&lt;span&gt;&amp;nbsp; &lt;/span&gt;de ressaltar que essa formatação em torno&lt;span&gt;&amp;nbsp; &lt;/span&gt;de uma&lt;span&gt;&amp;nbsp; &lt;/span&gt;oficina logrou êxito,&lt;span&gt;&amp;nbsp; &lt;/span&gt;tendo&lt;span&gt;&amp;nbsp; &lt;/span&gt;em vista, que nos integramos não só do universo estudantil&lt;span&gt;&amp;nbsp; &lt;/span&gt;do&lt;span&gt;&amp;nbsp; &lt;/span&gt;aluno, mas nos inteiramos das realidades pessoais e da escola sobre como eles&lt;span&gt;&amp;nbsp; &lt;/span&gt;encaram a&lt;span&gt;&amp;nbsp; &lt;/span&gt;questão&lt;span&gt;&amp;nbsp; &lt;/span&gt;do Bullying.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 150%;&quot;&gt;&lt;span&gt;&lt;/span&gt;Sabemos que não podemos transformar o mundo sozinhos, mas temos&lt;span&gt;&amp;nbsp; &lt;/span&gt;a capacidade de&lt;span&gt;&amp;nbsp; &lt;/span&gt;contribuir e&lt;span&gt;&amp;nbsp; &lt;/span&gt;intervir&lt;span&gt;&amp;nbsp; &lt;/span&gt;em&lt;span&gt;&amp;nbsp; &lt;/span&gt;nossa localidade. E partindo para uma visão historiográfica, refletindo junto com Carlos&lt;span&gt;&amp;nbsp; &lt;/span&gt;Guinzburg, chegamos a conclusão que a História também é&lt;span&gt;&amp;nbsp; &lt;/span&gt;construída pelas micro-histórias, pelas peculiaridades, pelas&lt;span&gt;&amp;nbsp; &lt;/span&gt;diferenças. E&lt;span&gt;&amp;nbsp; &lt;/span&gt;como trivial da&lt;span&gt;&amp;nbsp; &lt;/span&gt;história,&lt;span&gt;&amp;nbsp; &lt;/span&gt;existem suas continuidades e descontinuidades;&lt;span&gt;&amp;nbsp; &lt;/span&gt;torçamos&lt;span&gt;&amp;nbsp; &lt;/span&gt;para&lt;span&gt;&amp;nbsp; &lt;/span&gt;que o mal sentido&lt;span&gt;&amp;nbsp; &lt;/span&gt;do Bulling seja uma “descontinuidade” e não mais uma&lt;span&gt;&amp;nbsp; &lt;/span&gt;válvula&lt;span&gt;&amp;nbsp; &lt;/span&gt;de escape para a&lt;span&gt;&amp;nbsp; &lt;/span&gt;sombra do Preconceito.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: right;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;  &lt;span style=&quot;line-height: 115%;&quot;&gt;(Jogos Didáticos)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: right;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Alunos participantes&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Alunos participantes&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Bolsistas em ação&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXAbbpGRxhp3l24H_GkJarVkqBXy-FwkpLi5TkpmwFTC_ibeAVfLIG_2Lo3-M85G1LGycUsen-taljFAYF4zcJMkyT4IahKqQgJXkmVecM1vVZE3bzaunk-JNmKSYrFQYdhIcVD784J9Q/s1600/OgAAAP15C43zrXBy7OJ7eBdFMjj3Bp5idSFCAhBcA9shIJhXt3CEGtn41xvki6Vh7xp4fjAcU96i9Hsvi77MB85Toc4Am1T1ULVfUTW0LIW0cf3ABP0SXXR8Pl-y.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXAbbpGRxhp3l24H_GkJarVkqBXy-FwkpLi5TkpmwFTC_ibeAVfLIG_2Lo3-M85G1LGycUsen-taljFAYF4zcJMkyT4IahKqQgJXkmVecM1vVZE3bzaunk-JNmKSYrFQYdhIcVD784J9Q/s320/OgAAAP15C43zrXBy7OJ7eBdFMjj3Bp5idSFCAhBcA9shIJhXt3CEGtn41xvki6Vh7xp4fjAcU96i9Hsvi77MB85Toc4Am1T1ULVfUTW0LIW0cf3ABP0SXXR8Pl-y.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Aluno mostrando os resultados alcançados com a oficina&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: right;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/404988448462680938/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/05/grupo-de-jogos-didaticos-promove.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/404988448462680938'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/404988448462680938'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/05/grupo-de-jogos-didaticos-promove.html' title='Grupo de Jogos Didáticos promove Oficina sobre &quot;Bullying&quot;'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif1e6ISQtfZ4ci72oOjj4hnjcSkfzHB0Jnvjp2MFjdcBGjg4XvvUwMczVqzL9QQfFqqn0hFeJ-Ln1EJWv3KC4FYxg3XZy8JEe1WKVQ7JO2xtxgbh0BYx9At08L9Be7x3kCurl1AECv0Aw/s72-c/OgAAADbzm-jKO3K6pFdj08R4OMhQk43L-woXK_hFH1o5BDikmWBR-MkiCTp3ZXRl3_RerVxeWHAr_uv-n6UNr0LYMxsAm1T1UINqMLSfJwmCXWPTfMmnuUJnM-Ge.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833787369110303206.post-5620554622909508712</id><published>2011-05-06T13:05:00.000-03:00</published><updated>2011-05-06T13:05:29.324-03:00</updated><title type='text'>Bolsistas participam de curso de capacitação</title><content type='html'>Os bolsistas do PIBID, do subprojeto de História, juntamente com os bolsistas do PET - Conexões de Saberes, participaram durante os dias 07, 12, 13 e 14 de abril, do curso &quot;Metodologia do Trabalho Científico e Autonomia Social&quot;, ministrado pelo professor Dr. Fernando Bomfim Mariana, do DEDUD/CERES/UFRN, e promovido pelo Programa PET - Conexões.&lt;br /&gt;
O curso abordou questões como projeto de sociedade, ideologia e ciência, e ainda aspectos referentes à produção do conhecimento científico: metodologias, apresentação e discursão de projetos de pesquisa, etc. Proporcionou debates a partir da exibição do documentário &quot;Homo Sapiens 1900&quot; de Peter Cohen, e por meio das leituras dos textos &quot;Os discursos sobre as raças e a ciência&quot; de Michel Paty e do texto &quot;Os desafios&quot; de Edgar Morin.&lt;br /&gt;
Trouxe grandes contribuições a nós bolsistas, por proporcionar discursões quanto ao projeto de sociedade de cada um, e como tal aspecto pode influenciar na pesquisa acadêmica.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzhYfQabSGvg40-pIdeCKVLsVx1oSirEdvlX-zEVvL4RblGSPt1lTiCcjy3svzdldpkBj_xrnWYrjrmAjtko6NP-cLl4tk-EVH5CnVUxbWqyfZxh4j32ii77pJ_OHszEgCQB7S1biGkQ8/s1600/Foto1479.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzhYfQabSGvg40-pIdeCKVLsVx1oSirEdvlX-zEVvL4RblGSPt1lTiCcjy3svzdldpkBj_xrnWYrjrmAjtko6NP-cLl4tk-EVH5CnVUxbWqyfZxh4j32ii77pJ_OHszEgCQB7S1biGkQ8/s320/Foto1479.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Alguns dos bolsistas que participaram do Curso&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2LqP5VDZYlfbn9AE6pjWa8hO5pEWniiIxT9iK_ByVLUbxt0p08xyBtxquMVsRQVv1_RIWMjgrBidgGws8DoSmOJgFxEQn-xtLs6YtWNAvqNYyGug2-abPLI8RhNp6pKXym_ASLJmLNxI/s1600/Foto1480.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2LqP5VDZYlfbn9AE6pjWa8hO5pEWniiIxT9iK_ByVLUbxt0p08xyBtxquMVsRQVv1_RIWMjgrBidgGws8DoSmOJgFxEQn-xtLs6YtWNAvqNYyGug2-abPLI8RhNp6pKXym_ASLJmLNxI/s320/Foto1480.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Prof. Carlos Wanderley, coord. do PET e prof. Fernando Bomfim, ministrante do curso&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFkXJ_oWCqOPS4BqOWPJHNWNnjBu-mcTYAtUG6cJdBupRvybKPHTtfdjKBr2r7Wb4PgK0YOrAW44aJhrtg45tHtjcnra0dFvn0p2-S9OYxqnJjzBbxgx3H1XBV-n7LR8R8TyOnvNN03yk/s1600/Foto1481.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFkXJ_oWCqOPS4BqOWPJHNWNnjBu-mcTYAtUG6cJdBupRvybKPHTtfdjKBr2r7Wb4PgK0YOrAW44aJhrtg45tHtjcnra0dFvn0p2-S9OYxqnJjzBbxgx3H1XBV-n7LR8R8TyOnvNN03yk/s320/Foto1481.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Outros participantes do Curso&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://pibidceres.blogspot.com/feeds/5620554622909508712/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://pibidceres.blogspot.com/2011/05/bolsistas-participam-de-curso-de.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/5620554622909508712'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833787369110303206/posts/default/5620554622909508712'/><link rel='alternate' type='text/html' href='http://pibidceres.blogspot.com/2011/05/bolsistas-participam-de-curso-de.html' title='Bolsistas participam de curso de capacitação'/><author><name>PIBID HISTÓRIA</name><uri>http://www.blogger.com/profile/10826581472876412915</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzhYfQabSGvg40-pIdeCKVLsVx1oSirEdvlX-zEVvL4RblGSPt1lTiCcjy3svzdldpkBj_xrnWYrjrmAjtko6NP-cLl4tk-EVH5CnVUxbWqyfZxh4j32ii77pJ_OHszEgCQB7S1biGkQ8/s72-c/Foto1479.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>