<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-792980167757682673</id><updated>2012-01-16T18:46:42.786-02:00</updated><category term='Tempo'/><category term='linguistica'/><category term='Aventura'/><category term='ciência sem fronteiras'/><category term='Autoria'/><category term='reflexões'/><category term='wiki'/><category term='qualificação'/><category term='Seminário de Tecnologias Educacionais'/><category term='ABT'/><category term='seminário internacional'/><category term='PaintNet'/><category term='simpósio'/><category term='inovação'/><category term='Hydra'/><category term='tirinhas'/><category term='Penso'/><category term='ufpel'/><category term='força'/><category term='mudanças climáticas'/><category term='Poesia'/><category term='força da fé'/><category term='Pensamento'/><category term='evento'/><category term='MEC'/><category term='Nostalgia'/><category term='Flash'/><category term='lms'/><category term='comunicação'/><category term='escrita'/><category term='seminário paulo freire'/><category term='educação aberta'/><category term='ava'/><category term='história'/><category term='anfope'/><category term='Tecnologia'/><category term='oralidade'/><category term='Futuro'/><category term='papel da escola'/><category term='aprendizagem'/><category term='Semana Nacional de Ciência e Tecnologia'/><category term='revista'/><category term='mestrado'/><category term='lei'/><category term='escola online'/><category term='teleduc'/><category term='escola'/><category term='crença'/><category term='Ação'/><category term='formação de professores'/><category term='ensino fundamental'/><category term='Internet'/><category term='recursos educacionais'/><category term='charge'/><category term='ensino superior'/><category term='britannica'/><category term='Slide Show'/><category term='moodle'/><category term='software livre'/><category term='tecnologia educacional'/><category term='suporte'/><category term='educação'/><category term='Texto'/><category term='Currículo Mínimo'/><category term='Foto'/><category term='paulo freire'/><category term='fé'/><category term='PNE'/><category term='Internet das coisas'/><category term='compartilhando conhecimento'/><category term='vida de suporte'/><category term='edipucrs'/><category term='FACED'/><category term='seminário'/><category term='enciclopédia britanica'/><category term='cibercultura'/><category term='Congresso Brasileiro de Tecnologia Educacional'/><category term='PUCRS'/><category term='uab'/><category term='AAEDUFOPE'/><category term='Apresentação'/><category term='ead'/><category term='congresso'/><category term='consulta virtual'/><category term='ciência'/><category term='conecta 2011'/><category term='educação superior'/><category term='professor'/><category term='Blog'/><category term='Plágio'/><category term='Editor de Imagens'/><title type='text'>Aprender Fazendo - Educação, Tecnologia e Espiritualidade</title><subtitle type='html'>Espaço destinado à troca de informações sobre tecnologia, educação, EAD, Esperitualidade e assuntos em geral.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default?start-index=101&amp;max-results=100'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>294</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-6971575744920977140</id><published>2011-12-27T11:34:00.002-02:00</published><updated>2011-12-27T11:35:48.728-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='escola'/><category scheme='http://www.blogger.com/atom/ns#' term='aprendizagem'/><category scheme='http://www.blogger.com/atom/ns#' term='papel da escola'/><title type='text'>ENTREVISTA: 'A escola deve organizar a aprendizagem'</title><content type='html'>&lt;div class="bb-md-noticia-autor" style="text-align: justify;"&gt;Mariana Mandelli - O Estado de S. Paulo&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Um bom currículo escolar deve conter, de forma geral e objetiva, os direitos de aprendizagem dos estudantes, deixando a organização de todo esse processo para os professores e as escolas. É essa a concepção de currículo do especialista no assunto Barry McGaw, ex-membro da Organização para Cooperação e Desenvolvimento Econômico (OCDE) e um dos criadores do Programa Internacional de Avaliação de Estudantes (Pisa), prova aplicada a cada três anos que fornece dados sobre os sistemas educacionais de 65 países.&lt;/div&gt;&lt;div class="bb-md-noticia-extras" style="text-align: justify;"&gt;&lt;div class="bb-md-noticia-foto"&gt;&lt;div&gt;&lt;img alt="Currículo. McGaw fala em evento do Itaú Social - Christina Ruffato/Divulgação" src="http://www.estadao.com.br/fotos/Pisa_BarryMcGaw_ChristinaRufattoDiv_288.jpg" title="Currículo. McGaw fala em evento do Itaú Social - Christina Ruffato/Divulgação" /&gt;&lt;/div&gt;&lt;div class="bb-md-noticia-foto-autor"&gt;Christina Ruffato/Divulgação&lt;/div&gt;&lt;div class="bb-md-noticia-foto-bajada"&gt;Currículo. McGaw fala em evento do Itaú Social&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Hoje, McGaw se dedica à discussão do currículo australiano. De acordo com o especialista, conforme as diretrizes são implementadas, a Austrália vai precisar de programas de desenvolvimento profissional para os professores. O país também aumentou a carga horária de matemática nos anos iniciais da escolaridade, observando as boas experiências de países como Finlândia e Cingapura, e também deve colocar na grade mais conteúdos de ciências e história.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;McGaw esteve no Brasil há um mês, em evento da Fundação Itaú Social, justamente no momento em que o Ministério de Educação (MEC) discute a implementação de uma base curricular comum no País. Abaixo, leia trechos da entrevista que ele deu ao &lt;b&gt;Estado&lt;/b&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Que benefícios a criação do Pisa trouxe à educação, numa perspectiva global?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;Ele nos deu uma discussão muito mais informada dos sistemas de educação nacionais, bem como das comparações entre os países. A evidência que ele nos deu de que alguns países alcançaram altos níveis de qualidade e de equidade simultaneamente tem sido muito influente na discussão da reforma educacional da Austrália.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Em que pontos o Pisa precisa melhorar?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw:&lt;/b&gt; O Pisa está adicionando novos domínios. Nós testamos a resolução de problemas na segunda edição da prova, em 2003. A colaboração na resolução deles está sendo considerada para o Pisa 2015.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Quais são os pontos fortes e os fracos do teste?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;Os testes do Pisa avaliam a capacidade de os estudantes usarem o que aprenderam, e não simplesmente se eles aprenderam alguma coisa. Essa é a grande força da avaliação. Seria bom se tivéssemos mais perguntas abertas e menos questões de múltipla escolha. Os funcionários técnicos geralmente querem isso também, mas os funcionários responsáveis pelo orçamento querem mais itens de múltipla escolha, porque que isso mantém baixos os custos da prova. No final, o Pisa acaba sendo um equilíbrio saudável dessas duas considerações.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: É possível incluir outros países na avaliação? &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;O Pisa começou como um programa para os então 29 países da Organização para Cooperação e Desenvolvimento Econômico (OCDE). Mas, mesmo na primeira edição do Pisa, em 2000, havia países de fora da OCDE, além de um grupo que utilizou os testes mais ou menos um ano mais tarde, o que chamamos Pisa Plus. Portanto, havia 42 países na primeira edição da avaliação se incluirmos o Pisa Plus. No Pisa 2009, acho que foram 57. Não sei quantos deverão ser incluídos no Pisa 2012.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: O Brasil foi um dos países com o maior avanço no ranking do último Pisa. No entanto, continuamos nas últimas posições. Como resolver isso? &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;Eu acho que a melhoria do Brasil é muito encorajadora. Não é apenas rankings que você deve olhar. Você deve observar como seus alunos melhoram nas habilidades que as escalas do exame medem. Se os outros países também melhorarem, sua posição no ranking pode não mudar muito, mas você ainda estaria melhorando.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Avaliações nos dão um bom diagnóstico dos sistemas educacionais, mas nem sempre revelam a realidade de dentro da escola - especialmente em países com graves desigualdades sociais, como é o caso no Brasil. É justo comparar escolas em condições tão diferentes? Os resultados dos testes - como o Pisa - não escondem essas disparidades? Como lidar com isso?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;Há maneiras de fazer comparações justas entre as escolas. Na Austrália, no site My School, comparamos as escolas diretamente, mas apenas com outras escolas que tenham alunos semelhantes. Existem diferenças marcantes entre as escolas quando elas são comparadas dessa forma, e as escolas com os desempenhos mais baixos não podem dizer que esse é o resultado dos alunos com os quais elas lidam, porque os outros colégios da comparação têm alunos semelhantes. Também publicamos os fundos que cada escola tem para gastar com os alunos. Divulgamos essa informação pela primeira vez neste ano e ela está proporcionando um embasamento melhor para a discussão sobre os níveis de recursos financeiros para as escolas do governo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Quais os países que o sr. destacaria como referência &lt;/b&gt;&lt;b&gt;educacional?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;A Finlândia é um nação em que muitas pessoas estão interessadas, mas é difícil vê-la como um modelo específico para o Brasil. Ela é pequena. Tem um corpo docente muito bem visto e muito qualificado. É, por exemplo, mais difícil de entrar num curso de formação de professores que no curso de Medicina na Finlândia. Já o rápido desenvolvimento dos países da Ásia oriental valeria a pena considerar. Cerca de quatro décadas atrás, eles tinham níveis de desenvolvimento semelhantes aos dos países da América do Sul, mas eles evoluíram muito rapidamente. Um dos fatores que levou a isso foi o grande valor que as populações dessas nações dão à educação. Em casos como o de Cingapura e, em certa medida, o da Coreia do Sul, isso ocorreu porque eles reconheceram que seu povo era o seu melhor recurso. Ao contrário da Austrália, eles não têm grandes quantidades de minerais que poderiam cavar e vender não transformados.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Quais as melhores e as piores características desses sistemas?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;O ponto positivo é o alto valor que eles dão à educação, mas isso pode levar a uma pressão desproporcional sobre as crianças, por meio de um sistema altamente competitivo, com muitas delas passando horas excessivas fora da escola em aulas adicionais. A Finlândia se destaca pelo fato de que seus estudantes passam menos tempo na escola, não ingressam antes dos 7 anos e não gastam tantas horas na escola a cada ano. E os sistema finlandês vai muito bem assim. É claramente muito eficiente na realização dos seus ótimos resultados.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: O que o sr. pensa de sistemas competitivos como o da Coreia do Sul?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;Acho que o sistema coloca muita pressão sobre os alunos. Uma vez perguntei, em uma conferência na Correia do Sul, se eles achavam que eles estavam negando a infância a seus filhos. Uma boa parte dos participantes sul-coreanos tinha as mesmas preocupações.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: O que é um bom currículo?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;Aquele que estabelece claramente o que os alunos têm direito a aprender, mas que não é demasiado prescritivo sobre como a aprendizagem dos alunos deve ser organizada. Isso deve ser deixado para os professores e as escolas, a menos que não estejam suficientemente bem preparados para isso. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Na sua opinião, como o currículo deve ser construído?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;O processo exige equipes de especialistas, mas exigem também amplas consultas sobre as primeiras versões do currículo. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: O sr. é a favor de que os países tenham currículo único? &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;Isso depende do quão grande e diversificado é o país. Mas sou a favor de um currículo único para a Austrália, que tem apenas 23 milhões de pessoas. Na década de 1970, tivemos um movimento baseado nas escolas para permitir a variação no currículo, para refletir características locais. Um dos resultados foi que, para as crianças que residiam em regiões onde a classe trabalhadora morava, foi oferecido, por professores de classe média, um currículo menos exigente. Eles achavam que isso era bom para aquelas crianças - mas certamente não para seus filhos, que estavam seguros em escolas de classe média, com altas expectativas de aprendizagem. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Com um currículo único, como fica a autonomia da &lt;/b&gt;&lt;b&gt;escola? &lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;A maneira de dar às escolas autonomia é desenvolver um currículo que estabeleça "direitos de aprendizagem" para os estudantes (conhecimentos, compreensão e habilidades que todos devem ter a oportunidade de desenvolver), mas sem especificar como a aprendizagem deles deve ser organizada.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Estado: Quais são os principais fatores por trás de um bom sistema educativo?&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Barry McGaw: &lt;/b&gt;A qualidade da aprendizagem dos alunos é o critério mais óbvio. Equidade é outra. Não podemos esperar - nem devemos desejar - que todos os alunos sejam iguais. O que podemos fazer é reduzir o impacto das diferenças das origens sociais dos alunos nas diferenças da qualidade da aprendizagem deles. No Pisa, temos visto alguns países - com Finlândia e Coreia - fazerem isso e obterem médias altas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;&lt;i&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span lang="PT"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;u&gt;Fonte:&lt;/u&gt; jornal O ESTADO DE SÃO PAULO, Educação&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-6971575744920977140?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/6971575744920977140/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=6971575744920977140' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6971575744920977140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6971575744920977140'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/12/entrevista-escola-deve-organizar.html' title='ENTREVISTA: &apos;A escola deve organizar a aprendizagem&apos;'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-7927704158407313588</id><published>2011-12-27T11:27:00.000-02:00</published><updated>2011-12-27T11:28:37.683-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='qualificação'/><category scheme='http://www.blogger.com/atom/ns#' term='professor'/><category scheme='http://www.blogger.com/atom/ns#' term='formação de professores'/><category scheme='http://www.blogger.com/atom/ns#' term='ead'/><title type='text'>Mais opções na formação de professores</title><content type='html'>&lt;div class="content"&gt;&lt;div class="field field-type-userreference field-field-comentarista-blog" style="text-align: justify;"&gt;&lt;div class="field-items"&gt;&lt;div class="field-item odd"&gt;&lt;span class="comentarista-post"&gt;Por raquel_&lt;/span&gt;        &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="n-header" style="text-align: justify;"&gt;&lt;h1 class="title1"&gt;&lt;span style="font-size: medium;"&gt;Do Valor&lt;/span&gt;&lt;/h1&gt;&lt;h1 class="title1"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://www.valor.com.br/brasil/1153112/mais-da-metade-dos-professores-do-pais-podera-ter-formacao-online-ate-2015" target="_blank"&gt;Mais da metade dos professores do país poderá ter formação online até 2015&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;&lt;/div&gt;&lt;div class="node-author" style="text-align: justify;"&gt;Por&amp;nbsp;&lt;b&gt;Luciano Máximo | De São Paulo&lt;/b&gt;&lt;/div&gt;&lt;div class="n-content" id="node-body" style="text-align: justify;"&gt;É cada vez maior a opção por licenciaturas a distância pelos universitários que serão os futuros professores da educação básica brasileira. Enquanto a taxa média de variação do número de concluintes na modalidade presencial foi negativa em 3,6% nos últimos cinco anos, com 161,3 mil titulados em 2010, o ritmo de crescimento da formação nos cursos online supera média anual de 60% no período. Em 2005, apenas 11 mil pessoas concluíram licenciaturas a distância. Em 2010, foram quase 72 mil.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Atualmente, os alunos e concluintes das licenciaturas a distância representam 30% do total das graduações de formação docente. Há cinco anos, esse quadro variava entre 5% e 8%. Considerando as mais de 6 milhões de matrículas de todo o ensino superior brasileiro, a fatia da modalidade de educação não presencial é de 15%. Se o comportamento das matrículas e conclusões do ensino superior a distância mantiver esse avanço nos próximos anos, em 2015 o Brasil terá mais professores diplomados em licenciaturas online do que nos tradicionais cursos presenciais.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="ml-image mdl mblue mdl-img left ml-image-preset-media_library_small_horizontal  media-library-image" style="text-align: justify;"&gt;&lt;div class="hdr-right"&gt;&lt;a class="button zoom" href="http://www.valor.com.br/sites/default/files/gn/11/12/arte26bra-201-professor-a2.jpg" rel="colorbox-image" title="Ampliar imagem"&gt;Ampliar imagem&lt;/a&gt;&lt;/div&gt;&lt;a href="http://www.valor.com.br/sites/default/files/gn/11/12/arte26bra-201-professor-a2.jpg" rel="colorbox-image"&gt;&lt;img alt="  " src="http://www.valor.com.br/sites/default/files/crop/imagecache/media_library_small_horizontal/0/8/386/252/sites/default/files/gn/11/12/arte26bra-201-professor-a2.jpg" title="  " /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ou seja, a maior parte das futuras safras de professores responsáveis pelo ensino das crianças e jovens carregará uma formação completamente nova e, ao mesmo tempo, controversa. Está em curso intenso debate sobre a acelerada expansão da formação a distância. Para críticos, na comparação com a graduação tradicional, o modo distância é menos eficaz em termos pedagógicos, ainda tem frágeis mecanismos de avaliação e regulação por parte do Ministério da Educação (MEC), e os acadêmicos envolvidos na preparação dos programas carecem de qualificação.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;"Quem trabalha com formação está muito preocupado com esse boom, porque não temos dados claros sobre qualidade. Há um debate muito forte na área exigindo compromisso do MEC para que seja repensada a política de expansão desenfreada. Detectamos problemas nos estágios, de adequação curricular e de avaliação", comenta a professora Bernardete Gatti, da Fundação Carlos Chagas (FCC).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para a pesquisadora, especializada em formação docente, maior acesso a livros e outros materiais didáticos e maior interação entre estudantes e professores são vantagens do ensino presencial. "Ninguém é contra o ensino a distância. Acontece que há um grande arsenal de conteúdo e tecnologia, mas que não é usado. Por exemplo: as instituições não dispõem de equipes suficientemente adequadas para o desenvolvimento dos cursos."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Por se tratar de programas essencialmente teóricos, Fredric Michael Litto, presidente da Associação de Educação a Distância (Abed), explica que as licenciaturas se adaptam muito bem à modalidade não presencial. "Também há recursos semi-presenciais e as tutorias para a parte prática. Um curso remoto atrai o aluno, pois é conveniente. Na internet o aluno é exigido a estudar sempre, no fim de semana, no feriado", diz Litto. Ele argumenta que as críticas sobre a qualidade são "generalizações sem evidência". "Inverto a pergunta: 'Como está a qualidade no presencial?' A grande demanda da educação a distância veio tapar o buraco dos cursos tradicionais."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para João Valdir Alves de Souza, professor de sociologia da educação da Universidade Federal de Minas Gerais (UFMG), a explosão das licenciaturas a distância também está ligada a fatores socioeconômicos. "Atendem a um público que não é atendido por cursos presenciais em suas cidades. Ao mesmo tempo, as licenciaturas são os cursos mais baratos, portanto, os mais acessíveis para uma grande parcela da população. Avança no sentido de suprir quantitativamente a demanda por formação de professores, mas ainda está longe de supri-la do ponto de vista de qualidade", argumenta Alves de Souza, reiterando que problemas de qualidade não são exclusivos do ensino a distância. "Escolas que se consolidaram bem na oferta presencial tendem a oferecer ensino a distância de boa qualidade e vice-versa."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Formada em artes, a designer de joias Fernanda Cerqueira Leite trabalhou por 18 anos como professora de educação infantil e auxiliar pedagógica. Em 2006, decidiu se matricular num curso de pedagogia a distância para complementar sua formação. "Não tinha outra opção. Com filho pequeno e morando longe do trabalho era inviável ir para a faculdade todo dia."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ela conta que o programa é puxado e exige muita disciplina. "Se perder o prazo das atividades e não entregar os trabalhos não dá para tirar nota. É tudo muito rápido e isso é um ponto negativo, porque falta interação, tempo para se aprofundar em determinados temas. Na faculdade comum a turma de pedagogia fica um ou dois bimestres estudando didática. Nesse caso, o currículo do curso a distância deixou a desejar", reclama Fernanda, que também cita o preconceito do mercado em relação a um profissional diplomado a distância. "Dão a vaga para o professor que estudou na USP, no presencial."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O secretário de Ensino Superior do MEC, Luiz Cláudio Costa, diz que a forte procura pelas licenciaturas a distância, principalmente a partir de 2005, é explicada pelo esforço feito para formar professores que atuavam na educação básica sem diploma. "Portanto, estamos falando de um crescimento natural. Mas trabalhamos com a meta de que o profissional formado a distância ou presencialmente tenham as mesmas habilidades. O mesmo vale para a avaliação dos alunos e a nossa supervisão."&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-7927704158407313588?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/7927704158407313588/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=7927704158407313588' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/7927704158407313588'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/7927704158407313588'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/12/mais-opcoes-na-formacao-de-professores.html' title='Mais opções na formação de professores'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-6833268939307752671</id><published>2011-12-19T11:58:00.004-02:00</published><updated>2011-12-19T11:59:23.797-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='edipucrs'/><category scheme='http://www.blogger.com/atom/ns#' term='PUCRS'/><category scheme='http://www.blogger.com/atom/ns#' term='seminário internacional'/><category scheme='http://www.blogger.com/atom/ns#' term='inovação'/><category scheme='http://www.blogger.com/atom/ns#' term='ensino superior'/><title type='text'>Livro: Inovação e interdisciplinaridade na Universidade</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.pucrs.br/edipucrs/online/inovacaointerd.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.pucrs.br/edipucrs/online/inovacaointerd.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Este livro foi organizado pela PUCRS em parceria com Universidades nacionais e internacionais, como fruto do Seminário Internacional do Ensino Superior.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;"A interdisciplinaridade é hoje uma realidade e um desafio que caracteriza uma nova abordagem científica, cultural e epistemológica. Ela facilita uma compreensão mais avançada do sempre crescente progresso científico e tecnológico. Ainda que difícil de definir, é possível indicar alguns atributos que permitem uma compreensão do termo em questão, como integração, flexibilidade, multi-dimensionalidade, ampliação das áreas do saber e apro-ximação dos problemas do conhecimento e da pesquisa desde diferentes perspectivas. Os conceitos de desen-volvimento sustentável, aquecimento global e bioética são exemplos, entre outros muitos, que facilitam o escla-reciment o e a confirmação desse&amp;nbsp;pressuposto."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O mesmo pode ser acessado gratuitamente no site da &lt;a href="http://www.pucrs.br/edipucrs" target="_blank"&gt;EDIPUCRS&lt;/a&gt;.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.pucrs.br/edipucrs/inovacaoeinterdisciplinaridade.pdf" target="_blank"&gt;Acessar o livro&lt;/a&gt;&lt;span id="goog_2077361551"&gt;&lt;/span&gt;&lt;span id="goog_2077361552"&gt;&lt;/span&gt;&lt;a href="http://www.blogger.com/"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-6833268939307752671?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/6833268939307752671/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=6833268939307752671' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6833268939307752671'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6833268939307752671'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/12/livro-inovacao-e-interdisciplinaridade.html' title='Livro: Inovação e interdisciplinaridade na Universidade'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-6308509894046400140</id><published>2011-12-19T11:20:00.001-02:00</published><updated>2011-12-19T11:21:39.179-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educação'/><category scheme='http://www.blogger.com/atom/ns#' term='consulta virtual'/><category scheme='http://www.blogger.com/atom/ns#' term='Currículo Mínimo'/><title type='text'>Participe do Currículo Mínimo 2012 - Consulta Virtual</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: 19.2pt; margin-bottom: 3.75pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 16pt; letter-spacing: -0.95pt; text-transform: uppercase;"&gt;PARTICIPE DA&amp;nbsp; CONSULTA&amp;nbsp; PÚBLICA VIRTUAL&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: 19.2pt; margin-bottom: 3.75pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 16pt; letter-spacing: -0.95pt; text-transform: uppercase;"&gt;SOBRE OS CURRÍCULOS MÍNIMOS DE 2012&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 14.4pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;A secretaria de Estado de Educação está realizando a consulta virtual sobre os Currículos Mínimos que serão implementados no decorrer do ano letivo de 2012. Contamos com a participação dos professores da rede das disciplinas da base nacional comum na execução deste processo.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;De&amp;nbsp;&lt;b&gt;15 a 31 de dezembro&amp;nbsp;&lt;/b&gt;estarão disponíveis todos as propostas de Currículos Mínimos para 2012, nos quais os professores poderão registrar as suas críticas, sugestões e elogios de acordo com cada ano/série. Os professores podem deixar as suas contribuições pelo link:&amp;nbsp;&lt;/span&gt;&lt;span style="color: #00b0f0;"&gt;&lt;a href="http://projetoseeduc.cecierj.edu.br/principal/?page_id=86" style="cursor: pointer; text-decoration: none;" target="_blank"&gt;&lt;span style="color: #00b0f0; font-family: Arial, sans-serif; font-size: 10pt;"&gt;http://projetoseeduc.cecierj.edu.br/principal/?page_id=86&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="color: #00b0f0; font-family: Arial, sans-serif; font-size: 10pt;"&gt;.&lt;/span&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Após a consulta virtual, realizaremos audiências públicas presenciais para discutir a proposta final obtida a partir das consultas. Para cada disciplina serão realizadas duas audiências. Esses encontros ocorrerão de&amp;nbsp;&lt;b&gt;10 a 13 de janeiro de 2012&lt;/b&gt;, em dois horários distintos:&amp;nbsp;&lt;b&gt;8 às 12h ou 13h às 17h&lt;/b&gt;. Todos os encontros serão realizados no&amp;nbsp;&lt;b&gt;Centro de Convenções Sul América&lt;/b&gt;, Avenida Paulo de Frontin, 1- Cidade Nova - Rio de Janeiro - RJ (próximo à Prefeitura do Rio de Janeiro)&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Segue o calendário das audiências públicas presenciais:&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" style="background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; border-collapse: collapse; font-size: inherit; width: 584px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td rowspan="2" style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: solid; border-left-width: 1pt; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 69.2pt;" width="92"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;10/ 01/ 11&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.8pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;8h às 12h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Língua Portuguesa&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.45pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;História&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 92pt;" width="123"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Sociologia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.8pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;13h às 17h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Matemática&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.45pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Geografia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 92pt;" width="123"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Filosofia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" style="background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; border-collapse: collapse; font-size: inherit; width: 584px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td rowspan="2" style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: solid; border-left-width: 1pt; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 69.2pt;" width="92"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;11/ 01/ 11&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.8pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;8h às 12h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Matemática&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.45pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Geografia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 92pt;" width="123"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Filosofia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.8pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;13h às 17h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Língua Portuguesa&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.45pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;História,&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 92pt;" width="123"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Sociologia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" style="background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; border-collapse: collapse; font-size: inherit;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td rowspan="2" style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: solid; border-left-width: 1pt; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 69.05pt;" width="92"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;12/ 01/ 11&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.95pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;8h às 12h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Línguas Estrangeiras&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 2cm;" width="76"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Química&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 49.6pt;" width="66"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Biologia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 90.4pt;" valign="top" width="121"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Educação Física&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.95pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;13h às 17h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Física&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 2cm;" width="76"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Ciências&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 49.6pt;" width="66"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Artes&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 90.4pt;" valign="top" width="121"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" style="background-color: white; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;table border="0" cellpadding="0" cellspacing="0" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; border-collapse: collapse; font-size: inherit;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td rowspan="2" style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: windowtext; border-left-style: solid; border-left-width: 1pt; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 69.05pt;" width="92"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;13/ 01/ 11&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.95pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;8h às 12h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Física&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 2cm;" width="76"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Ciências&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 49.6pt;" width="66"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Artes&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: windowtext; border-top-style: solid; border-top-width: 1pt; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 90.4pt;" width="121"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 63.95pt;" width="85"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;13h às 17h&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 106.3pt;" width="142"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Línguas Estrangeiras&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 2cm;" width="76"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Química&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 49.6pt;" width="66"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Biologia&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="border-bottom-color: windowtext; border-bottom-style: solid; border-bottom-width: 1pt; border-left-color: initial; border-left-style: none; border-left-width: initial; border-right-color: windowtext; border-right-style: solid; border-right-width: 1pt; border-top-color: initial; border-top-style: none; border-top-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0cm; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0cm; width: 90.4pt;" width="121"&gt;&lt;div align="center" class="MsoNormal" style="line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="color: red; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Educação Física&lt;b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Neste sentido, convidamos&amp;nbsp;&lt;b&gt;TODOS&amp;nbsp;&lt;span style="text-transform: uppercase;"&gt;OS PROFESSORES DO ENSINO REGULAR&lt;/span&gt;&lt;/b&gt;&amp;nbsp;das disciplinas mencionadas acima a participarem deste encontro.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; margin-bottom: 9.35pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Aqueles que desejarem participar&amp;nbsp; da consulta presencial deverão realizar a sua inscrição pelo link&lt;/span&gt;&lt;span style="color: #00b0f0;"&gt;&lt;a href="http://projetoseeduc.cecierj.edu.br/principal/?page_id=86" style="cursor: pointer; text-decoration: none;" target="_blank"&gt;&lt;span style="color: #00b0f0; font-family: Arial, sans-serif; font-size: 10pt;"&gt;http://projetoseeduc.cecierj.edu.br/principal/?page_id=86&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;&amp;nbsp;.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: white; line-height: 19.2pt; margin-bottom: 9.35pt; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Em caso de dúvida, entre em contato pelo e-mail:&amp;nbsp;&lt;/span&gt;&lt;span style="color: #00b0f0;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=792980167757682673" style="cursor: pointer; text-decoration: none;" target="_blank"&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 10pt;"&gt;curriculominimo@educacao.rj.gov.br&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="color: #00b0f0; font-family: Arial, sans-serif; font-size: 10pt;"&gt;.&lt;/span&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="right" class="MsoNormal" style="background-color: white; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Atenciosamente,&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="right" class="MsoNormal" style="background-color: white; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Diretoria de Articulação Curricular&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="right" class="MsoNormal" style="background-color: white; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: right;"&gt;&lt;span style="color: #595959; font-family: Arial, sans-serif; font-size: 10pt;"&gt;Secretaria de Estado de Educação&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-6308509894046400140?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/6308509894046400140/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=6308509894046400140' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6308509894046400140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6308509894046400140'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/12/participe-do-curriculo-minimo-2012.html' title='Participe do Currículo Mínimo 2012 - Consulta Virtual'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-923611993487700610</id><published>2011-12-16T09:08:00.000-02:00</published><updated>2011-12-16T09:11:01.140-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educação'/><category scheme='http://www.blogger.com/atom/ns#' term='escola online'/><category scheme='http://www.blogger.com/atom/ns#' term='britannica'/><category scheme='http://www.blogger.com/atom/ns#' term='enciclopédia britanica'/><category scheme='http://www.blogger.com/atom/ns#' term='ensino fundamental'/><title type='text'>Enciclopédia Britannica tem versão online</title><content type='html'>&lt;br /&gt;&lt;div style="text-align: justify;"&gt;O Projeto &lt;a href="http://escola.britannica.com.br/" target="_blank"&gt;Escola Online&lt;/a&gt; é uma iniciativa da enciclópédia Britannica em ofertar conteúdo online.&amp;nbsp; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;O portal atende as necessidades escolares de crianças  de 5 a 11 anos de idade, e inclui artigos enciclopédicos, dicionário, atlas mundial,  atividades interativas, área de pesquisa e notícias. Também fornece  ferramentas de estudo para ajudar os alunos com suas pesquisas e  trabalhos de casa.&lt;br /&gt;Para aprender como acessar o conteúdo, visite este material: &lt;span id="goog_1264075288"&gt;&lt;/span&gt;&lt;a href="http://corporate.britannica.com/escola_como_usar.pdf" target="_blank"&gt;&lt;span id="goog_1264075289"&gt;Como usar&lt;/span&gt;&lt;/a&gt;...&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"&gt;&lt;a href="http://escola.britannica.com.br/" target="_blank"&gt;&lt;img alt="" height="396" src="data:image/png;base64,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" 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Britannica tem versão online'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-6494600475739568793</id><published>2011-12-16T08:53:00.000-02:00</published><updated>2011-12-16T08:53:20.309-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educação superior'/><category scheme='http://www.blogger.com/atom/ns#' term='ciência sem fronteiras'/><category scheme='http://www.blogger.com/atom/ns#' term='MEC'/><title type='text'>Editais abrem 13 mil vagas para estudantes em instituições estrangeiras</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;Estudantes brasileiros interessados em cursar o ensino superior em instituições estrangeiras poderão candidatar-se às chamadas públicas do Programa Ciência sem Fronteiras. Os editais, que selecionarão candidatos para cinco países, serão lançados nesta terça-feira, 13, pela presidenta da República, Dilma Rousseff.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;Coordenadas de forma conjunta pela Coordenação de Aperfeiçoamento de Pessoal de Ensino Superior (Capes) e o Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq), as seleções públicas vão escolher estudantes para instituições de ensino superior dos Estados Unidos, Reino Unido, Alemanha, Itália e França. As oportunidades são em cursos de graduação na modalidade sanduíche. A previsão é que cada um dos países ofereça, até 2015, 10 mil bolsas, sendo que para os Estados Unidos a previsão é de 18 mil.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;Os editais agora divulgados somam 13 mil vagas. O período de inscrições vai de &lt;strong&gt;13 de dezembro de 2011&lt;/strong&gt; a &lt;strong&gt;15 de janeiro de 2012&lt;/strong&gt;. A previsão do Ministério da Educação é que, a partir de março de 2012, os estudantes selecionados já estejam nos países para os quais se candidataram. Durante os seis primeiros meses, eles terão a possibilidade de&amp;nbsp;frequentar cursos de idiomas no país de destino.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;Para candidatar-se às bolsas no exterior, os cidadãos devem atender aos requisitos definidos nos editais. Para ser contemplado, o estudante deverá ter sua candidatura homologada pela instituição de ensino em que estuda no Brasil. A homologação é necessária, porque, ao regressar ao país, a instituição brasileira deverá validar os créditos obtidos pelo estudante no exterior.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;strong&gt;Atração de cientistas&lt;/strong&gt; - Dois outros editais têm o objetivo de trazer estrangeiros ou brasileiros que atuam no exterior. O primeiro, Atração de Jovens Talentos (BJT), é voltado a atrair e estimular a fixação, no Brasil, de jovens pesquisadores residentes no exterior, preferencialmente brasileiros, que tenham destacada produção científica e tecnológica. O segundo, Pesquisador Visitante Especial (PVE), busca fomentar o intercâmbio e a cooperação internacional visando o fortalecimento das pesquisas em temas prioritários por meio de parceria com lideranças internacionais.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;strong&gt;Tecnólogos&lt;/strong&gt; – A chamada pública - Curso Superior de Tecnologia Sanduíche no Canadá (Tecnólogo Sanduíche), voltada a estudantes de instituições da Rede Federal de Educação Profissional e Tecnológica, permitirá a realização de estudos e estágios em instituições de ensino do Canadá. A seleção dos alunos será feita pelas instituições. O candidato, depois de pré-selecionado pela instituição, deverá se inscrever na página eletrônica do Programa Ciência sem Fronteiras, em formulário on-line que estará disponível e enviar a documentação descrita no edital. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;strong&gt;Decreto&lt;/strong&gt; – Na solenidade desta terça-feira, a presidenta Dilma&amp;nbsp;Rousseff assina decreto que regulamenta o programa. De acordo com decreto, o Ciência sem Fronteiras concederá bolsas de estudos em instituições de excelência no exterior, nas modalidades graduação-sanduíche, educação profissional e tecnológica e pós-graduação (doutorado-sanduíche, doutorado pleno e pós-doutorado).&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;strong&gt;Primeiros selecionados&lt;/strong&gt; – O primeiro edital do Programa Ciência sem Fronteiras, de 2011, selecionou candidatos para cursos de graduação na modalidade sanduíche em universidades norte-americanas. A chamada pública, coordenada pela Capes, recebeu 7.007 inscrições. Um total de 1,5 mil candidatos foi selecionado e os primeiros 841 embarcam em janeiro de 2012. Os demais seguirão em julho do próximo ano.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;Para a seleção foram levados em consideração quatro requisitos: apresentação de proficiência em língua inglesa com nota igual ou superior à solicitada; preenchimento de formulário de inscrição no&amp;nbsp;Institute&amp;nbsp;of&amp;nbsp;International&amp;nbsp;Education (IIE); escolha de curso nas áreas contempladas pelo CsF; e que a instituição tenha homologado a inscrição.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;Os alunos que preencheram os requisitos, já selecionados, precisam ainda aguardar que a Capes, por intermédio do IIE, identifique uma instituição para recebê-los nos Estados Unidos. Até o momento, 616 estudantes já estão com suas vagas confirmadas. Para os outros classificados, as universidades americanas farão o mesmo procedimento para seleção e, para possível admissão, vão considerar o histórico escolar, cartas de referência, proposta de trabalho e proficiência em língua inglesa.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;strong&gt;Ciência sem Fronteiras&lt;/strong&gt; – O Programa &lt;a href="http://www.capes.gov.br/cienciasemfronteiras/" target="_blank"&gt;Ciência&lt;/a&gt; sem Fronteiras é uma iniciativa do governo federal que busca promover a consolidação, expansão e internacionalização da ciência e tecnologia, da inovação e da competitividade brasileira por meio do intercâmbio de alunos de graduação e pós-graduação e da mobilidade internacional. O projeto prevê a concessão de até 75 mil bolsas de estudo no exterior em quatro anos.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Tahoma; font-size: small;"&gt;O programa é fruto de esforço do Ministério da Educação em conjunto com o Ministério da Ciência, Tecnologia e Inovação, por meio de suas instituições de fomento – Capes e CNPq –, e secretarias de Ensino Superior e de Ensino Tecnológico do MEC.&lt;/span&gt;&lt;/div&gt;&lt;span style="color: black; font-family: Tahoma; font-size: x-small;"&gt;&lt;br /&gt;&lt;em&gt;Assessoria de Comunicação Social&lt;/em&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-6494600475739568793?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/6494600475739568793/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=6494600475739568793' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6494600475739568793'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6494600475739568793'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/12/editais-abrem-13-mil-vagas-para.html' title='Editais abrem 13 mil vagas para estudantes em instituições estrangeiras'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-3769896248051913791</id><published>2011-12-16T08:30:00.002-02:00</published><updated>2011-12-16T08:31:08.211-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educação'/><category scheme='http://www.blogger.com/atom/ns#' term='educação superior'/><category scheme='http://www.blogger.com/atom/ns#' term='PNE'/><title type='text'>PNE pretende ampliar oferta de vagas no ensino superior; votação do texto fica para 2012</title><content type='html'>&lt;div style="text-align: justify;"&gt;O relatório do Plano Nacional de Educação (PNE) pretende ampliar a oferta de vagas no ensino superior no Brasil, passando das atuais seis milhões de matrículas para 15 milhões. O texto substitutivo ao plano original, que foi enviado pelo Executivo, está em análise sendo que na manhã desta quinta-feira, a Comissão Especial de Educação adiou para fevereiro de 2012 a apresentação do texto final, que deve ser votado apenas em março na Câmara dos Deputados.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;De acordo com o relator da comissão, deputado Angelo Vanhoni (PT-PR), do total de vagas existentes no ensino superior, apenas 1,5% são em instituições públicas. A ideia é que durante os próximos dez anos, período em que o plano estará em vigor, essa porcentagem seja elevada.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Segundo o texto do relatório, uma das estratégias é “assegurar, até o quinto ano de vigência, a oferta de vagas gratuitas em cursos de graduação das instituições públicas, para 35% dos concluintes do ensino médio do ano anterior”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;“O que estamos orientando é que 30% delas sejam em educação à distância e 70% em nível presencial. Para ampliarmos a oferta no ensino superior, será necessário 1,35% do PIB&amp;nbsp; [Produto Interno Bruto]”, afirma o relator. Tendo como base o PIB atual, os gastos seriam equivalentes a R$ 54 bilhões.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Considerando que o PNE sugere 8% do PIB como investimento suficiente em educação nos próximos dez anos, boa parte deste montante estará comprometido com educação superior. “Essa meta tem um custo muito elevado que já é próprio do ensino superior, pois se trata de pesquisa e ensino. No sistema presencial, queremos ofertar o dobro do que foi feito nesses últimos cem anos”, diz Vanhoni.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;“Temos grave problemas de falta de vagas públicas, então decidimos ampliar a proposta inicial do governo”. No texto original enviado pelo Executivo sobre a meta 12, que trata das vagas em nível superior, o planejado era aumentar o número para 11,5 milhões.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Após divulgação do relatório na Câmara, na última semana, os deputados tinham até esta quarta-feira (14/12) para apresentarem novas emendas ao projeto. Vanhoni argumentou que foram apresentadas 449 emendas e por isso não foi possível fechar o relatório para a votação dos deputados.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A reunião para a tomada de decisão contou com a participação de três dos 26 deputados que integram a Comissão Especial: Vanhoni, Alex Canziani (PTB-PR), que presidiu a reunião, e Izalci (PR-DF) .&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;i&gt;Fonte: Portal Aprendiz&lt;/i&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-3769896248051913791?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/3769896248051913791/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=3769896248051913791' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/3769896248051913791'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/3769896248051913791'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/12/pne-pretende-ampliar-oferta-de-vagas-no.html' title='PNE pretende ampliar oferta de vagas no ensino superior; votação do texto fica para 2012'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-2693429510452905137</id><published>2011-12-05T21:58:00.001-02:00</published><updated>2011-12-05T22:03:10.051-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='escrita'/><category scheme='http://www.blogger.com/atom/ns#' term='linguistica'/><category scheme='http://www.blogger.com/atom/ns#' term='oralidade'/><category scheme='http://www.blogger.com/atom/ns#' term='Internet'/><title type='text'>Sobre a escrita na internet</title><content type='html'>&lt;div style="text-align: justify;"&gt;"Consideroum total equívoco dizer que a internet faz com que os&amp;nbsp;jovens escrevam de forma errada.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;No Brasil, por exemplo, saímos de uma era da televisão, que era&amp;nbsp;totalmente ágrafa (vendo televisão, você não vê uma palavra escrita,&amp;nbsp;só ouve).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nos anos 70 aos 90, a televisão foi o grande agente civilizador do&amp;nbsp;Brasil. E a televisão é a cultura da oralidade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O advento da internet foi uma explosão brutal no sentido contrário –&amp;nbsp;qualquer página que você abre na internet está cheia de coisas&amp;nbsp;escritas. Ou seja, a palavra escrita voltou para o palco.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;As pessoas estão voltando a escrever – chats, e-mails, blogs, etc. A&amp;nbsp;escrita passou a ser o mediador de toda a comunicação, de todo o&amp;nbsp;processo de informação.&amp;nbsp;A palavra escrita voltou com toda força.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;É um absurdo encarar a internet como um problema. É como se fôssemos&amp;nbsp;acabar com a internet, proibi-la. Isso não tem sentido. Temos de&amp;nbsp;pensar o que há de positivo em todo este fenômeno.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Na minha experiência ao corrigir redações do vestibular da UFPR, em&amp;nbsp;mais de 20 mil textos, não se encontra sequer uma abreviatura&amp;nbsp;utilizada na comunicação na internet. O aluno não é burro. Ele sabe&amp;nbsp;perfeitamente a diferença entre escrever num chat e uma redação para a&amp;nbsp;escola. Ele sabe distinguir os registros.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Então, nesse aspecto, eu sou otimista. Acho que a internet está&amp;nbsp;exigindo que as pessoas tenham de escrever cada vez melhor. Elas têm&amp;nbsp;de praticar.&amp;nbsp;A escrita voltou a ser um valor social.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;E quando isso acontece, todas as forças começam a trabalhar nessa&amp;nbsp;direção."&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Entrevista concedida por&amp;nbsp;Cristóvão Tezza &amp;nbsp;(Professor da UFPR  e um estudioso de lingüística), em uma entrevista para o jornal literário Rascunho.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-2693429510452905137?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/2693429510452905137/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=2693429510452905137' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/2693429510452905137'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/2693429510452905137'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/12/sobre-escrita-na-internet.html' title='Sobre a escrita na internet'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-193557096069940762</id><published>2011-11-20T17:29:00.001-02:00</published><updated>2011-11-20T17:29:42.378-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tirinhas'/><category scheme='http://www.blogger.com/atom/ns#' term='vida de suporte'/><category scheme='http://www.blogger.com/atom/ns#' term='suporte'/><category scheme='http://www.blogger.com/atom/ns#' term='charge'/><title type='text'>Vida de Suporte: Mensagem de vírus</title><content type='html'>Para descontrair um pouco neste restinho de domingo e iniciar bem a semana...&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://vidadesuporte.com.br/wp-content/uploads/2011/11/Suporte_317.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://vidadesuporte.com.br/wp-content/uploads/2011/11/Suporte_317.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-193557096069940762?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/193557096069940762/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=193557096069940762' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/193557096069940762'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/193557096069940762'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/vida-de-suporte-mensagem-de-virus.html' title='Vida de Suporte: Mensagem de vírus'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-5635456891801723901</id><published>2011-11-16T15:26:00.001-02:00</published><updated>2011-11-16T15:28:21.476-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educação'/><category scheme='http://www.blogger.com/atom/ns#' term='ufpel'/><category scheme='http://www.blogger.com/atom/ns#' term='paulo freire'/><category scheme='http://www.blogger.com/atom/ns#' term='seminário paulo freire'/><title type='text'>V Seminário Diálogos com Paulo Freire</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://dialogoscompaulofreire.blogspot.com/" target="_blank" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-1hVfyY2zSxg/Tqlwe7xIBtI/AAAAAAAAAAw/2P0p11dhzrE/s640/cartaz+paulo+freire+divulga%25C3%25A7%25C3%25A3o.jpg" width="451" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-5635456891801723901?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/5635456891801723901/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=5635456891801723901' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5635456891801723901'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5635456891801723901'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/v-seminario-dialogos-com-paulo-freire.html' title='V Seminário Diálogos com Paulo Freire'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-1hVfyY2zSxg/Tqlwe7xIBtI/AAAAAAAAAAw/2P0p11dhzrE/s72-c/cartaz+paulo+freire+divulga%25C3%25A7%25C3%25A3o.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-4067299499876571996</id><published>2011-11-16T14:51:00.001-02:00</published><updated>2011-11-16T14:54:37.002-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PUCRS'/><category scheme='http://www.blogger.com/atom/ns#' term='FACED'/><category scheme='http://www.blogger.com/atom/ns#' term='evento'/><category scheme='http://www.blogger.com/atom/ns#' term='anfope'/><category scheme='http://www.blogger.com/atom/ns#' term='AAEDUFOPE'/><title type='text'>Evento: Panorama da Educação Superior no Brasil e Formação de Professores</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="style1" style="font-size: large;"&gt;&lt;b&gt;Panorama da Educação Superior no Brasil e Formação de Professores&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="style2"&gt;&lt;b&gt;Participe! O novo PNE deve ser uma construção social.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;Data e horário: 18 de novembro de 2011, a partir das 8h30. &lt;br /&gt;Local: Auditório da PUC-RS, Prédio 15&lt;br /&gt;&lt;br /&gt;Promoção: AESUFOPE - ANFOPE - Gestão 2010/2011.&lt;br /&gt;&lt;div style="text-align: left;"&gt;Painéis:&lt;/div&gt;&lt;div style="text-align: left;"&gt;- "Panorama da Educação Superior no Brasil" (Prof. Dr. Waldemar Sguissardi, UFSC)&lt;/div&gt;&lt;div style="text-align: left;"&gt;- "Desafios da Formação de Professores no Brasil" (Prof. Dra. Iria Brzezinski, PUC-GOIÁS)&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: left;"&gt;- "Diretrizes Nacionais de Formação de Professores" (Conselheira Clélia Brandão, CNE)&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=792980167757682673" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.aesufope.com.br/FOLDER.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-4067299499876571996?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/4067299499876571996/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=4067299499876571996' title='8 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4067299499876571996'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4067299499876571996'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/evento-panorama-da-educacao-superior-no.html' title='Evento: Panorama da Educação Superior no Brasil e Formação de Professores'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-5914593868956497825</id><published>2011-11-13T13:55:00.001-02:00</published><updated>2011-11-13T13:57:31.755-02:00</updated><title type='text'>Suporte</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/_95CdBsNIDCk/THu0SuTiY-I/AAAAAAAABlI/x2II8uMfrNM/s1600/Suporte_68.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-5914593868956497825?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/5914593868956497825/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=5914593868956497825' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5914593868956497825'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5914593868956497825'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/suporte.html' title='Suporte'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_95CdBsNIDCk/THu0SuTiY-I/AAAAAAAABlI/x2II8uMfrNM/s72-c/Suporte_68.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-1851275397974045249</id><published>2011-11-10T10:18:00.000-02:00</published><updated>2011-11-10T10:18:55.253-02:00</updated><title type='text'>II ENECS</title><content type='html'>&lt;div style="text-align: center;"&gt;\II ENECS - ENCONTRO NACIONAL DE EDUCAÇÃO CORPORATIVA EM SAÚDE&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;"Educação Corporativa na Era Tecnológica"&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;25 e 26 de novembro de 2011&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;São Paulo&lt;/div&gt;Para detalhes da programação acesse: &lt;a href="http://www.prismaconsultoriaemsaude.com.br/website/download_frame.asp?cod=1976&amp;amp;idi=1&amp;amp;moe=140&amp;amp;id_download=4924" target="_blank"&gt;http://www.prismaconsultoriaemsaude.com.br/website/download_frame.asp?cod=1976&amp;amp;idi=1&amp;amp;moe=140&amp;amp;id_download=4924&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-1851275397974045249?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/1851275397974045249/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=1851275397974045249' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/1851275397974045249'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/1851275397974045249'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/ii-enecs.html' title='II ENECS'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-8106863938416939716</id><published>2011-11-09T16:24:00.002-02:00</published><updated>2011-11-09T16:24:50.915-02:00</updated><title type='text'>Vídeo: Mude suas palavras...</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Essa é pra mudar o olhar e mudar de ATITUDE!!!!!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/EnyOm_p8JoU" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-8106863938416939716?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/8106863938416939716/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=8106863938416939716' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/8106863938416939716'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/8106863938416939716'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/video-mude-suas-palavras.html' title='Vídeo: Mude suas palavras...'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/EnyOm_p8JoU/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-43160741279280819</id><published>2011-11-07T12:06:00.001-02:00</published><updated>2011-11-07T12:06:40.278-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ABT'/><category scheme='http://www.blogger.com/atom/ns#' term='Congresso Brasileiro de Tecnologia Educacional'/><category scheme='http://www.blogger.com/atom/ns#' term='congresso'/><category scheme='http://www.blogger.com/atom/ns#' term='Tecnologia'/><title type='text'>3º Congresso Brasileiro de Tecnologia Educacional</title><content type='html'>&lt;div style="text-align: justify;"&gt;A Associação Brasileira de Tecnologia Educacional realizará nos dias 24 e 25 de Novembro de 2011, na Cidade de Niterói, em parceria com a Secretaria Municipal de Ciência e Tecnologia e contando com apoios significativos da Secretaria Municipal de Ações Estratégicas do Município de Niterói, o III CONGRESSO INTERNACIONAL DE TECNOLOGIA EDUCACIONAL que acontecerá inserido no Encontro Niterói America do Sul – &lt;a href="http://www.niteroiamericadosul.com.br/" target="_blank"&gt;www.niteroiamericadosul.com.br&lt;/a&gt; - atendendo profissionais da área de educação, gestores da área de educação e tecnologia, estudantes e convidados, tratando da temática:“&lt;b&gt;&lt;i&gt;Experiências Exitosas em Tecnologias Educacionais nas Salas de Aula nas Américas&lt;/i&gt;&lt;/b&gt;”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Maiores informações em:&amp;nbsp;&lt;a href="http://www.abt-br.org.br/" target="_blank" style="text-align: -webkit-auto;"&gt;http://www.abt-br.org.br/&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.abt-br.org.br/blog/wp-content/uploads/2011/11/banner_iii_congresso_palco1.jpg" target="_blank" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://www.abt-br.org.br/blog/wp-content/uploads/2011/11/banner_iii_congresso_palco1.jpg" width="531" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.abt-br.org.br/blog/wp-content/uploads/2011/11/banner_iii_congresso_programacao2.jpg" target="_blank" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://www.abt-br.org.br/blog/wp-content/uploads/2011/11/banner_iii_congresso_programacao2.jpg" width="425" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-43160741279280819?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/43160741279280819/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=43160741279280819' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/43160741279280819'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/43160741279280819'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/3-congresso-brasileiro-de-tecnologia.html' title='3º Congresso Brasileiro de Tecnologia Educacional'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-8352639122492024306</id><published>2011-11-04T09:45:00.000-02:00</published><updated>2011-11-04T09:46:43.715-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='seminário'/><category scheme='http://www.blogger.com/atom/ns#' term='tecnologia educacional'/><category scheme='http://www.blogger.com/atom/ns#' term='Seminário de Tecnologias Educacionais'/><category scheme='http://www.blogger.com/atom/ns#' term='conecta 2011'/><category scheme='http://www.blogger.com/atom/ns#' term='Tecnologia'/><title type='text'>Conecta 2011</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://conecta2011.firjan.org.br/site/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"&gt;&lt;img border="0" src="http://www.firjan.org.br/data/files/2C908CEC3286DF680132E0487AD7741F/banner_conecta2011_home.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Acompanhe a síntese do Seminário de Tecnologias Educacionais do SESI/SENAI que ocorre de 3 a 4/11 no Rio de Janeiro.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;São palestras, oficinas e espaços inovadores que terão comentários diretamente do evento por alguns participante. A síntese está disponível em:&lt;a href="http://conecta2011.notlong.com/" target="_blank"&gt;http://conecta2011.notlong.com&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para quem tiver tempo, pode acompanhar ao vivo as palestras através deste link: &lt;/div&gt;&lt;a href="http://www.ustream.tv/channel/conecta-2011-ao-vivo" target="_blank"&gt;http://www.ustream.tv/channel/conecta-2011-ao-vivo&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-8352639122492024306?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/8352639122492024306/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=8352639122492024306' title='6 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/8352639122492024306'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/8352639122492024306'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/11/conecta-2011.html' title='Conecta 2011'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-2743640635472478945</id><published>2011-10-31T11:40:00.000-02:00</published><updated>2011-10-31T11:40:50.928-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='força da fé'/><category scheme='http://www.blogger.com/atom/ns#' term='fé'/><category scheme='http://www.blogger.com/atom/ns#' term='força'/><category scheme='http://www.blogger.com/atom/ns#' term='crença'/><title type='text'>A força da Fé</title><content type='html'>&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;A Fé nos da a certeza de que não estamos, nem nunca estaremos sozinhos. Seja qual for a crença, o credo, a religião ou proposta de vida.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Já estava escrito na Bíblia "&lt;b&gt;&lt;i&gt;A Fé a certeza das coisas que se esperam, a convicção dos fatos que se não vêem.&lt;/i&gt;&lt;/b&gt;" (Hebreus 11:1).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A Fé não é algo que possa ser explicado, não é algo que possamos controlar ou simplesmente dizer que é de um jeito ou de outro. A verdadeira Fé é algo que vem de dentro, algo que pode somente ser sentida. É quando &amp;nbsp;temos certeza de uma companhia, mesmo sem tê-la visto. É quando conseguimos sentir a presença, mesmo com os olhos abertos e eles nada nos mostrando.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;E isso existe, pode acreditar. É possível ver sem ser com os olhos, ou melhor, ver além dos olhos. Ou seja, ver com o coração. Isso é Fé!! É saber que temos uma força de nos impulsiona além e para além de nós mesmos.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Fé é quando não acreditamos que podemos fazer algo ou que nosso potencial é limitado, e de repente... Algo nos acontece e uma força brota dentro de nós para nos fazer acreditar naquilo que podemos e temos condições de realizar.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-wXv3RPZMBxI/Tq3JCe4ZgII/AAAAAAAAFr4/1C8pYAJ4Y0g/s1600/DSCN4036.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-wXv3RPZMBxI/Tq3JCe4ZgII/AAAAAAAAFr4/1C8pYAJ4Y0g/s320/DSCN4036.JPG" width="320" /&gt;&lt;/a&gt;Fé é crença em si, crença no outro, é crença no inexplicável, é crença numa força maior que nós todos e que nos move exatamente para onde precisamos ir. E pode acreditar... A Fé não é algo individual, apesar de cada indivíduo a senti-la de forma diferente.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Fé é a certeza de que não estamos sozinhos. É a certeza de que há uma força que nos move e que nos mantém vivos e fortes para realizar aquilo que o destino ou o futuro nos reserva.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Jesus já havia dito também que "&lt;i&gt;&lt;b&gt;A Fé move montanhas&lt;/b&gt;&lt;/i&gt;", esta fala nos remete a ideia de que podemos tudo que nos é necessário se crermos que assim o podemos. A montanha são os obstáculos que temos que enfrentar dia após dia em nossa vida. As dificuldades, as perdas, as pedras, as desilusões, as inquietudes, as fraquezas... A Fé é a força que nos dá tudo o que precisamos para superar as "montanhas" e vencer!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Viver sem Fé é o mesmo que viver sem propósito, e ninguém nessa vida está aqui para nada fazer ou nada Ser. Tenha Fé... Todos nós temos uma força que nos impulsiona e nos recarrega as forças quando os ombros pesam ou quando deixamos, por algum momento, de acreditar que podemos realizar aquilo que precisamos ou aquilo que nos diz o coração ser o que devamos fazer.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Pense nisso... pois... ninguém nesse mundo vive sozinho!!!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A Fé nos da a certeza de que não estamos, nem nunca estaremos sozinhos. Seja qual for a crença, o credo, a religião ou proposta de vida.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;&lt;b&gt;Fonte: &lt;a href="http://soureikiano.blogspot.com/"&gt;Sou Reikiano&lt;/a&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-2743640635472478945?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/2743640635472478945/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=2743640635472478945' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/2743640635472478945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/2743640635472478945'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/forca-da-fe.html' title='A força da Fé'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-wXv3RPZMBxI/Tq3JCe4ZgII/AAAAAAAAFr4/1C8pYAJ4Y0g/s72-c/DSCN4036.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-6860104503750895583</id><published>2011-10-27T11:10:00.000-02:00</published><updated>2011-10-27T11:10:06.233-02:00</updated><title type='text'>Embaixada seleciona professores de inglês da rede pública para curso gratuito nos EUA</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.joserobertosalgado.com.br/wp-content/uploads/2011/02/jose-roberto-salgado.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="136" src="http://www.joserobertosalgado.com.br/wp-content/uploads/2011/02/jose-roberto-salgado.jpg" width="200" /&gt;&lt;/a&gt;A CAPES, a Embaixada dos EUA e a Fulbright selecionarão até 50 professores de língua inglesa da rede pública de ensino básico, para curso de capacitação de oito semanas na University of Oregon, em 2012. Após o retorno ao Brasil, o professor terá duas semanas para concluir o projeto desenvolvido nos EUA.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;Serão dois grupos de até 25 professores em dois períodos. O candidato deverá indicar, no momento da inscrição, o grupo de sua preferência. O Grupo 1 participará do curso de janeiro a março e o Grupo 2, no período de junho a agosto.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Alguns dos objetivos do programa são: fortalecer a fluência oral e escrita em inglês, compartilhar metodologias de ensino e avaliação que estimulem a participação do aluno em sala de aula, estimular o uso de recursos online e outras ferramentas na formação continuada de professores e na preparação de planos de aula.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: black;"&gt;Asinscrições vão até o dia 4 de novembro no &lt;a href="http://www.fulbright.org.br/2010/content/view/128/169/" target="_blank"&gt;siteda Comissão &lt;/a&gt;Fulbright.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Requisitos para candidatura:&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Possuir nacionalidade brasileira e não ter nacionalidade estadunidense;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Possuir bacharelado ou licenciatura em língua inglesa;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Ser professor de inglês em exercício, efetivo na rede pública de ensino básico, com estágio probatório concluído;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Ter concluído a graduação em letras (língua inglesa) após 1995;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Ter proficiência em inglês;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Estar residindo no Brasil durante o processo seletivo;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Não possuir experiência acadêmica e/ou profissional prévia nos EUA.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Benefícios nos EUA:&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Alojamento no campus universitário;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Alimentação;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Seguro saúde;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Passagem aérea de ida e volta;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;- Taxas escolares.&lt;br /&gt;&lt;br /&gt;Maiores informações em:&amp;nbsp;&lt;a href="http://www.fulbright.org.br/2010/content/view/128/169/" target="_blank"&gt;http://www.fulbright.org.br/2010/content/view/128/169/&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Fonte: Site da Comissão&amp;nbsp;Fulbright&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-6860104503750895583?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/6860104503750895583/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=6860104503750895583' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6860104503750895583'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/6860104503750895583'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/embaixada-seleciona-professores-de.html' title='Embaixada seleciona professores de inglês da rede pública para curso gratuito nos EUA'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-5910770220501966300</id><published>2011-10-25T23:58:00.000-02:00</published><updated>2011-10-25T23:59:05.316-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educação'/><category scheme='http://www.blogger.com/atom/ns#' term='wiki'/><category scheme='http://www.blogger.com/atom/ns#' term='recursos educacionais'/><category scheme='http://www.blogger.com/atom/ns#' term='educação aberta'/><title type='text'>Lançamento da Wiki do Educação Aberta</title><content type='html'>&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://educacaoaberta.org/rea/wp-content/uploads/2011/10/capa-caderno-sm.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://educacaoaberta.org/rea/wp-content/uploads/2011/10/capa-caderno-sm.jpg" width="278" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Inaugurada a &lt;a href="http://educacaoaberta.org/wiki" target="_blank"&gt;Wiki &lt;/a&gt;do "&lt;a href="http://educacaoaberta.org/rea" target="_blank"&gt;Educação Aberta&lt;/a&gt;", contendo uma série de novos recursos desenvolvidos ao longo de 2011. Além do trabalho acadêmico tradicional queremos contribuir com recursos práticos (em português) que podem ser utilizados pela comunidade e sirvam como sementes para novos projetos. Estes servirão de base para oficinas e cursos em 2012.&lt;/div&gt;&lt;ul&gt;&lt;li style="text-align: justify;"&gt;Recursos Educacionais Abertos: Um caderno para professores&lt;/li&gt;&lt;li style="text-align: justify;"&gt;Lista de portais com Recursos Educacionais Abertos&lt;/li&gt;&lt;li style="text-align: justify;"&gt;Resumos de artigos sobre REA e Educação Aberta (EA) em português&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;div style="text-align: justify;"&gt;O lançamento oficial acontece no nosso Simpósio Internacional que acontecerá na &lt;a href="http://educacaoaberta.org/rea/eventos/simposio" target="_blank"&gt;UNICAMP dos dias 27-28 de outubro&lt;/a&gt;, como parte do Open Access Week. Se você não se inscreveu ainda, siga o link e participe, é aberto e gratuito!&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: justify;"&gt;No mesmo evento, apresentaremos os anais (proceedings) do&amp;nbsp; “Proceedings of the &lt;a href="http://educacaoaberta.org/rea/eventos/symposium" target="_blank"&gt;1st International Symposium on Open Educational Resources&lt;/a&gt;: Issues for Globalization and Localization” que realizamos na Utah State University em Abril de 2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O endereço da Wiki:&amp;nbsp;&lt;a href="http://educacaoaberta.org/wiki" target="_blank"&gt;http://educacaoaberta.org/wiki&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: x-small;"&gt;Fonte:&amp;nbsp;&lt;a href="http://educacaoaberta.org/rea" target="_blank"&gt;Educação Aberta&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-5910770220501966300?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/5910770220501966300/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=5910770220501966300' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5910770220501966300'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5910770220501966300'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/lancamento-da-wiki-do-educacao-aberta.html' title='Lançamento da Wiki do Educação Aberta'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-3100194769225411920</id><published>2011-10-21T10:11:00.000-02:00</published><updated>2011-10-21T10:11:14.122-02:00</updated><title type='text'>Simpósio online: Unimes Virtual</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://www.ulbra.br/saojeronimo/wp-content/uploads/2010/09/interdisciplinaridade.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;A  UNIMES VIRTUAL realizará , simultaneamente, três simpósios online: o I de Geografia, o II de Letras e o III de Biologia. As inscrições serão realizadas no site da Revista Online: &lt;a href="http://revista.unimesvirtual.com.br/" target="_blank"&gt;http://revista.unimesvirtual.com.br/&lt;/a&gt;. As devem ser feitas entre os dias 22 de outubro e 20 de novembro. Sendo que os simpósios irão ao ar entre os dias 28 de novembro e 2 de dezembro.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Um vídeo com mais informações sobre os três simpósios está disponível no You Tube: http://www.youtube.com/watch?v=z6a7xSeLVCc .&lt;/div&gt;&lt;div style="text-align: center;"&gt;Acesse e Inscreva-se. Para alunos, funcionários e professores da rede pública a inscrição é gratuita. Participe!!!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-3100194769225411920?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/3100194769225411920/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=3100194769225411920' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/3100194769225411920'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/3100194769225411920'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/simposio-online-unimes-virtual.html' title='Simpósio online: Unimes Virtual'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-4126513418812390760</id><published>2011-10-18T19:05:00.001-02:00</published><updated>2011-10-18T19:07:13.467-02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='mudanças climáticas'/><category scheme='http://www.blogger.com/atom/ns#' term='Semana Nacional de Ciência e Tecnologia'/><category scheme='http://www.blogger.com/atom/ns#' term='Tecnologia'/><category scheme='http://www.blogger.com/atom/ns#' term='ciência'/><title type='text'>8ª Semana Nacional de Ciência e Tecnologia</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://semanact.mct.gov.br/html/skin/pl_semana2011/imagens/logo.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="71" src="http://semanact.mct.gov.br/html/skin/pl_semana2011/imagens/logo.gif" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="background-color: #dbdbc1; color: #555d61; font-family: Arial, Verdana, sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="padding-bottom: 10px; text-align: center;"&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"&gt;Mudanças climáticas, desastres naturais e prevenção de riscos&lt;/strong&gt;&lt;strong style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="MsoBodyTextIndent" style="padding-bottom: 10px;"&gt;&lt;div style="text-align: justify;"&gt;O Ministério da Ciência, Tecnologia e Inovação, responsável pela coordenação nacional da Semana Nacional de Ciência e Tecnologia (SNCT), após receber várias sugestões e ter feito consultas a instituições e entidades parceiras na organização deste evento, anuncia a data e o tema principal da SNCT em 2011.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A Semana Nacional de Ciência e Tecnologia de 2011 ocorrerá entre 17 e 23 de outubro. O tema principal será: “Mudanças climáticas, desastres naturais e prevenção de risco”. Além de promover inúmeras atividades de divulgação científica em todo o país, serão estimulados na SNCT 2011 a difusão dos conhecimentos e o debate sobre as estratégias e maneiras de se enfrentar o grande desafio planetário das mudanças climáticas e de prevenir riscos decorrentes de desastres naturais e de situações criadas pela ação humana.&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="padding-bottom: 10px; text-align: justify; text-indent: 35.4pt;"&gt;Maiores informações em:&amp;nbsp;&lt;a href="http://semanact.mct.gov.br/index.php" target="_blank"&gt;http://semanact.mct.gov.br/index.php&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-4126513418812390760?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/4126513418812390760/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=4126513418812390760' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4126513418812390760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4126513418812390760'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/8-semana-nacional-de-ciencia-e.html' title='8ª Semana Nacional de Ciência e Tecnologia'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-3674390214658905097</id><published>2011-10-14T14:40:00.000-03:00</published><updated>2011-10-14T14:59:40.459-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='educação'/><category scheme='http://www.blogger.com/atom/ns#' term='compartilhando conhecimento'/><category scheme='http://www.blogger.com/atom/ns#' term='simpósio'/><title type='text'>Simpósio Internacional: Educação, cultura e recursos abertos: Compartilhando conhecimentos através de fronteiras</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://educacaoaberta.org/rea/wp-content/uploads/2011/09/simposio2011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"&gt;&lt;img border="0" height="281" src="http://educacaoaberta.org/rea/wp-content/uploads/2011/09/simposio2011.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;Inscrições em: &lt;a href="https://docs.google.com/spreadsheet/viewform?hl=pt_BR&amp;amp;formkey=dGVFeENId3BFd2JTVjV3SUdIUnpOSXc6MQ#gid=0" target="_blank"&gt;https://docs.google.com/spreadsheet/viewform?hl=pt_BR&amp;amp;formkey=dGVFeENId3BFd2JTVjV3SUdIUnpOSXc6MQ#gid=0&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-3674390214658905097?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/3674390214658905097/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=3674390214658905097' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/3674390214658905097'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/3674390214658905097'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/simposio-internacional-educacao-cultura.html' title='Simpósio Internacional: Educação, cultura e recursos abertos: Compartilhando conhecimentos através de fronteiras'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-17391529433291064</id><published>2011-10-14T11:35:00.000-03:00</published><updated>2011-10-14T11:35:53.967-03:00</updated><title type='text'>Verdades da Profissão de Professor</title><content type='html'>&lt;div style="color: #134f5c; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;i&gt;&lt;b&gt;Verdades da Profissão de Professor&amp;nbsp;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ninguém nega o valor da educação e que um bom professor é imprescindível. Mas, ainda que desejem bons professores para seus filhos, poucos pais desejam que seus filhos sejam professores. Isso nos mostra o reconhecimento que o trabalho de educar é duro, difícil e necessário, mas que permitimos que esses profissionais continuem sendo desvalorizados. Apesar de mal remunerados, com baixo prestígio social e responsabilizados pelo fracasso da educação, grande parte resiste e continua apaixonada pelo seu trabalho.A data é um convite para que todos, pais, alunos, sociedade, repensemos nossos papéis e nossas atitudes, pois com elas demonstramos o compromisso com a educação que queremos. Aos professores, fica o convite para que não descuidem de sua missão de educar, nem desanimem diante dos desafios, nem deixem de educar as pessoas para serem “águias” e não apenas “galinhas”. Pois, se a educação sozinha não transforma a sociedade, sem ela, tampouco, a sociedade muda.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: right;"&gt;&lt;b&gt;&lt;i&gt;Paulo Freire&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;&lt;b style="color: #134f5c;"&gt;À todos e todas um Feliz Dia do Professor!!!!&lt;/b&gt;&lt;/span&gt; &lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-17391529433291064?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/17391529433291064/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=17391529433291064' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/17391529433291064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/17391529433291064'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/verdades-da-profissao-de-professor.html' title='Verdades da Profissão de Professor'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-4350203718951087398</id><published>2011-10-14T09:14:00.000-03:00</published><updated>2011-10-14T09:14:04.724-03:00</updated><title type='text'>e-Book: Estilos de aprendizagem na atualidade</title><content type='html'>&lt;div style="text-align: justify;"&gt;Lançado o e-Book: Estilos de aprendizagem na atualidade, este foi escrito em conjunto pelos participantes e colaboradores da Rede de Estilos de Aprendizagem e EAD e organizado por Daniela Melaré Barros.&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://estilosdeaprendizagem-vol01.blogspot.com/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-X9Yox7M4whg/Tpgl3YvWkxI/AAAAAAAAFrQ/_JRxJ_mfs68/s320/ebookEA.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;O e-Book está disponível gratuitamente no seguinte endereço: &lt;a href="http://estilosdeaprendizagem-vol01.blogspot.com/" target="_blank"&gt;http://estilosdeaprendizagem-vol01.blogspot.com/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-4350203718951087398?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/4350203718951087398/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=4350203718951087398' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4350203718951087398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4350203718951087398'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/e-book-estilos-de-aprendizagem-na.html' title='e-Book: Estilos de aprendizagem na atualidade'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-X9Yox7M4whg/Tpgl3YvWkxI/AAAAAAAAFrQ/_JRxJ_mfs68/s72-c/ebookEA.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-4970489023680174746</id><published>2011-10-11T16:13:00.000-03:00</published><updated>2011-10-11T16:13:10.530-03:00</updated><title type='text'>PROFMAT - 2012</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-g1BjctaOqqU/TpSVIAub4rI/AAAAAAAAFrA/4JSQT4tYAt4/s1600/profmat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="114" src="http://3.bp.blogspot.com/-g1BjctaOqqU/TpSVIAub4rI/AAAAAAAAFrA/4JSQT4tYAt4/s320/profmat.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Estão abertas até o dia 26 próximo as inscrições para curso de mestrado profissional, gratuito, destinado à qualificação de professores de matemática. São oferecidas 1.525 vagas, em todo país, em 65&amp;nbsp;polos da Universidade Aberta do Brasil (UAB).&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Financiado pela Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (Capes) do Ministério da Educação, o curso de pós-graduação destina-se a professores de matemática da educação básica, especialmente de escolas públicas. Ele será ministrado na modalidade semipresencial por uma rede de instituições de educação superior ligadas à UAB, sob a coordenação da Sociedade Brasileira de Matemática.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para concorrer às vagas, os candidatos terão de passar pelo Exame Nacional de Acesso, que consiste em prova única, em 26 de novembro, com questões objetivas e discursivas e duração máxima de quatro horas. Cada&amp;nbsp;polo do programa destinará 80% das vagas a professores da rede pública de educação básica.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Matrícula&lt;/b&gt; — Ao fazer a matrícula, como determina o &lt;a href="http://www.profmat-sbm.org.br/docs/Edital_Exame_nacional_PROFMAT_2012.pdf" target="_blank"&gt;edital&lt;/a&gt; do Exame Nacional de Acesso, os candidatos aprovados devem apresentar contracheque ou declaração da Secretaria de Educação, estadual ou municipal, ou ato de nomeação publicado no Diário Oficial do estado ou município. Além disso, devem apresentar declaração do diretor da escola, com firma reconhecida, de que estão no exercício da docência de matemática no ensino básico.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O edital está disponível em: &lt;a href="http://www.profmat-sbm.org.br/docs/Edital_Exame_nacional_PROFMAT_2012.pdf" target="_blank"&gt;http://www.profmat-sbm.org.br/docs/Edital_Exame_nacional_PROFMAT_2012.pdf&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Mais informações e inscrições na &lt;a href="http://www.profmat-sbm.org.br/default.asp"&gt;página eletrônica&lt;/a&gt; do curso. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-4970489023680174746?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/4970489023680174746/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=4970489023680174746' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4970489023680174746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/4970489023680174746'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/profmat-2012.html' title='PROFMAT - 2012'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-g1BjctaOqqU/TpSVIAub4rI/AAAAAAAAFrA/4JSQT4tYAt4/s72-c/profmat.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-5991969009414998699</id><published>2011-10-11T13:55:00.000-03:00</published><updated>2011-10-11T13:55:39.614-03:00</updated><title type='text'>Bolsistas aceitos no exterior terão aulas grátis de inglês</title><content type='html'>&lt;div class="bb-md-noticia-autor" style="text-align: justify;"&gt;&lt;i&gt;RAFAEL MORAES MOURA / BRASÍLIA - O Estado de S. Paulo&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Uma das principais vitrines da presidente Dilma Rousseff na área de educação, o programa Ciência sem Fronteiras quer oferecer pelo menos 75 mil bolsas para estudantes brasileiros no exterior, mas esbarra em uma deficiência dos próprios beneficiados pela iniciativa: o desconhecimento de língua inglesa. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para superar esse problema, a Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (Capes) pretende oferecer até o fim do ano aulas gratuitas de inglês, via internet, para os candidatos já aceitos no programa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;De acordo com o presidente da Capes, Jorge Almeida Guimarães, o sistema de ensino será interativo, com exercícios a serem feitos pelos bolsistas, que usarão ferramentas de correção de pronúncia. O pregão eletrônico que vai definir a empresa responsável pela execução do serviço deve ocorrer nas próximas semanas. Em um segundo momento, deverão ser criados cursos a distância para outros idiomas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Entre as áreas prioritárias do Ciência sem Fronteiras estão engenharia, ciências exatas, ciência biomédica, tecnologia aeroespacial, bio e nanotecnologia, computação, produção agrícola sustentável, tecnologias de prevenção e mitigação de desastres naturais e indústria criativa. O governo federal espera que o setor privado banque outras 25 mil bolsas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Redes de contato.&lt;/b&gt; Outra preocupação das autoridades é quanto à distribuição das bolsas pelas instituições que manifestaram interesse em receber brasileiros. Na semana que vem, Guimarães deve se reunir em Nova York com cem representantes de universidades americanas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Além do Ministério da Ciência e da Tecnologia (MCT) e do Ministério da Educação (MEC), o Itamaraty está desempenhando um papel central no programa, por determinação de Dilma. O Planalto quer aproveitar as embaixadas brasileiras e criar redes de contato com associações e pesquisadores no sentido de consultá-los para mapear os centros de excelência estrangeiros.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;O objetivo é garantir que o Ciência sem Fronteiras abarque universidades de maior renome e outras instituições, menos conhecidas, que também apresentam cursos de alto nível, conferindo maior capilaridade à iniciativa. "Queremos chegar aonde estiver a excelência. Envolvendo e ouvindo a todos, são maiores as chances de que as escolhas sejam corretas", diz uma autoridade envolvida nas discussões.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Vistos facilitados.&lt;/b&gt; O governo brasileiro vai facilitar a obtenção de vistos pelos estudantes. O &lt;b&gt;Estado&lt;/b&gt; apurou que os americanos devem criar uma "pista expressa" para acelerar os procedimentos por aqui. Uma pesquisa do Institute of International Education e do Education USA no País apontou que 59% dos brasileiros acham difícil obter um visto para estudar nos Estados Unidos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Leia a reportagem na íntegra em: &lt;a href="http://www.estadao.com.br/noticias/impresso,bolsistas-aceitos-no-exterior-terao-aulas-gratis-de-ingles,783086,0.htm" target="_blank"&gt;http://www.estadao.com.br/noticias/impresso,bolsistas-aceitos-no-exterior-terao-aulas-gratis-de-ingles,783086,0.htm&lt;/a&gt;&amp;nbsp; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-5991969009414998699?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/5991969009414998699/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=5991969009414998699' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5991969009414998699'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/5991969009414998699'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/bolsistas-aceitos-no-exterior-terao.html' title='Bolsistas aceitos no exterior terão aulas grátis de inglês'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-7625360597166681747</id><published>2011-10-11T11:20:00.000-03:00</published><updated>2011-10-11T11:20:57.987-03:00</updated><title type='text'>Pré-Jornada EaD: o futuro da arte</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.pamellabaldini.com/mattar/logo_ead.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.pamellabaldini.com/mattar/logo_ead.jpg" /&gt;&lt;/a&gt;Como mais uma atividade pré-Jornada EaD: o futuro da arte, nesta quinta-feira, 13 de outubro, das 16h às 18h, o GPe-du Unisinos coordenará a atividade COEXISTÊNCIA E HIBRIDISMO EM EDUCAÇÃO: A TECNOLOGIA-CONCEITO ECODI.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="background-color: white;"&gt;O evento iniciará na&amp;nbsp;&lt;a href="http://tinyurl.com/slurl-ilha-unisinos" style="cursor: pointer; text-decoration: none;" target="_blank"&gt;Ilha UNISINOS&lt;/a&gt;&amp;nbsp;no Second Life e terá continuidade integrando tecnologias de redes sociais e TMSF, de forma que articularemos Immersive Learning e Mobile Learning.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #333333; font-family: Verdana, Geneva, sans-serif; font-size: 11px; line-height: 17px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: 'Times New Roman'; font-size: small; line-height: normal;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #333333; font-family: Verdana, Geneva, sans-serif; font-size: 11px; line-height: 17px;"&gt;&lt;span class="Apple-style-span" style="color: black; font-family: 'Times New Roman'; font-size: small; line-height: normal;"&gt;Maiores informações em:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://congressoead.blogspot.com/p/eadfa-no-second-life.html"&gt;http://congressoead.blogspot.com/p/eadfa-no-second-life.html&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-7625360597166681747?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/7625360597166681747/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=7625360597166681747' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/7625360597166681747'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/7625360597166681747'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/pre-jornada-ead-o-futuro-da-arte.html' title='Pré-Jornada EaD: o futuro da arte'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-2139489658854734295</id><published>2011-10-07T17:36:00.000-03:00</published><updated>2011-10-07T17:36:12.931-03:00</updated><title type='text'>Steve Jobs</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-R5iLHIFhu70/To9ihArma_I/AAAAAAAAFq4/WQMfut181LU/s1600/jobs.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="246" src="http://1.bp.blogspot.com/-R5iLHIFhu70/To9ihArma_I/AAAAAAAAFq4/WQMfut181LU/s400/jobs.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/792980167757682673-2139489658854734295?l=fazereaprender.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fazereaprender.blogspot.com/feeds/2139489658854734295/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=792980167757682673&amp;postID=2139489658854734295' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/2139489658854734295'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/792980167757682673/posts/default/2139489658854734295'/><link rel='alternate' type='text/html' href='http://fazereaprender.blogspot.com/2011/10/steve-jobs.html' title='Steve Jobs'/><author><name>Pricila Kohls (BAC)</name><uri>http://www.blogger.com/profile/03996267980610881592</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-aAl4dS-DkWw/Trqm5Ez6tNI/AAAAAAAAFsE/X5S9pQS_rzU/s220/DSCN0854.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-R5iLHIFhu70/To9ihArma_I/AAAAAAAAFq4/WQMfut181LU/s72-c/jobs.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-792980167757682673.post-6082457125540170701</id><published>2011-10-07T15:16:00.002-03:00</published><updated>2011-10-07T15:17:13.971-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='história'/><category scheme='http://www.blogger.com/atom/ns#' term='comunicação'/><title type='text'>História dos meios de comunicação à distância</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a 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
