<?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-2701139854792238112</id><updated>2012-02-07T10:59:47.204Z</updated><category term='Março'/><category term='dia da alimentação'/><category term='Encontro com o escritor'/><category term='Debate'/><category term='carnaval'/><category term='dia da Biblioteca Escolar'/><category term='Semana da Leitura'/><category term='Conversas com escritores'/><category term='feira do livro'/><category term='actividades'/><category term='concurso Nacional de Leitura'/><category term='Boas vindas'/><category term='Dia Internacional'/><category term='monumentos'/><category term='Projecto Moçambique'/><category term='Comunidade de leitores'/><category term='Top+'/><category term='projeto reciclar conhecimento'/><category term='documentos da biblioteca'/><category term='gripe A'/><category term='Abril'/><category term='outubro'/><category term='sessão'/><category term='janeiro'/><category term='natal'/><category term='Dia Internacional das Bibliotecas escolares'/><category term='literatura'/><category term='BiblioFilmes Festival'/><category term='Maio'/><category term='evidências'/><category term='leitor do mês'/><category term='Paul Austen'/><category term='Comemoração do Centenário da república'/><category term='eugénio de andrade'/><category term='novembro'/><category term='Chá Filosófico'/><category term='guimarães'/><category term='concursos'/><category term='pensamento do mês'/><category term='vídeos'/><category term='castelo de almourol'/><category term='espectáculo'/><category term='sites'/><category term='livro do mês'/><category term='s. martinho'/><category term='A Poesia está na Rua'/><category term='Junho'/><category term='dezembro'/><category term='setembro'/><category term='poesia'/><category term='dica de sites internet'/><category term='Internet'/><category term='Aluno Monitor'/><category term='livros recomendados'/><category term='Aquisições da BE'/><category term='Frases Ilustradas'/><category term='semana dos hábitos alimentares'/><category term='Inquérito'/><category term='Dia dos Namorados'/><category term='autor do mês'/><category term='Feira do livro usado'/><category term='videos'/><category term='Dia da Escola'/><category term='Palestra'/><category term='blog'/><category term='divulgação'/><category term='Mês Internacional das Bibliotecas Escolares'/><category term='dia mundial da poesia'/><category term='Direitos Humanos'/><category term='Estatística'/><category term='25 de Abril'/><category term='concurso puzze literário'/><category term='concurso de fotografia'/><category term='Braga'/><category term='Cor é vida'/><category term='saúde'/><category term='Isabel Allende'/><category term='Conversas de escritores'/><category term='dia internacional da Música'/><category term='Dia da Internet Segura'/><category term='Filosofia'/><category term='Fevereiro'/><category term='efemérides'/><category term='livros'/><category term='astronomia'/><category term='exposições'/><category term='5 de Outubro'/><title type='text'>Blogue Biblioteca ESDAH</title><subtitle type='html'>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default?start-index=101&amp;max-results=100'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>302</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-6756171126296801368</id><published>2012-02-07T09:26:00.004Z</published><updated>2012-02-07T10:59:21.212Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='leitor do mês'/><title type='text'>Leitor do mês de Janeiro</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-qYMditG33E8/TzDuCVJv0DI/AAAAAAAABFg/CaPPt4ZWA7s/s1600/a+Melhor+leitor+do+m%C3%AAs+Janeiro+2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-qYMditG33E8/TzDuCVJv0DI/AAAAAAAABFg/CaPPt4ZWA7s/s400/a+Melhor+leitor+do+m%C3%AAs+Janeiro+2012.jpg" width="281" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/--EF1mc1mYOg/TzDuD6rcI0I/AAAAAAAABFo/B4vpyDWMUtc/s1600/Melhor+leitor+do+m%C3%AAs+Janeiro+2011.pub.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&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/2701139854792238112-6756171126296801368?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/6756171126296801368/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=6756171126296801368' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/6756171126296801368'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/6756171126296801368'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/02/leitor-do-mes-de-janeiro.html' title='Leitor do mês de Janeiro'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-qYMditG33E8/TzDuCVJv0DI/AAAAAAAABFg/CaPPt4ZWA7s/s72-c/a+Melhor+leitor+do+m%C3%AAs+Janeiro+2012.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-8776837422483636874</id><published>2012-02-03T12:48:00.002Z</published><updated>2012-02-03T19:31:54.610Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='concurso de fotografia'/><title type='text'>Concurso de fotografia</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-lO5WhzoSNBA/TyvXIQDx_TI/AAAAAAAABFY/PpsejANHFTs/s1600/Diapositivo1.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/-lO5WhzoSNBA/TyvXIQDx_TI/AAAAAAAABFY/PpsejANHFTs/s320/Diapositivo1.JPG" width="320" /&gt;&lt;/a&gt;&lt;span style="font-size: 18pt; line-height: 115%;"&gt; Regulamento&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="color: #943634; font-size: 18pt; line-height: 115%;"&gt;Concurso de fotografia “Solidariedade/Cooperação&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Durante a SEMANA DA LEITURA, a Biblioteca Escolar vai realizar um concurso de fotografia inserido no tema “solidariedade/cooperação” – tema da Semana da Leitura neste ano letivo.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 20pt;"&gt;Tema&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Cada concorrente deverá apresentar fotografias de índole pessoal inseridas no tema apresentado.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-left: 14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 20pt;"&gt;Regras&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;1.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Concurso aberto a toda a comunidade escolar;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;2.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Cada pessoa pode concorrer com 3 fotografias, no máximo;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;3.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;O formato das fotografias é opcional, em papel de fotografia.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;4.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;As fotos a concurso serão entregues em envelope fechado devidamente identificado. Nas fotos, não deverá constar qualquer identificação a qual estará a cargo da organização.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;5.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;A seleção das melhores fotos estará a cargo de um júri composto por 4 elementos, direção, professor, aluno e funcionário.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 20pt;"&gt;Prazo&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraph" style="margin-left: 14.2pt; mso-add-space: auto;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;O concurso decorre ao longo do mês de Fevereiro, a exposição das fotografias a concurso decorre na semana da leitura (5 a 9 de Março), sendo selecionado o vencedor na sexta-feira, dia 9, na Biblioteca Escolar. Os concorrentes deverão entregar as fotos a concurso entre os dias 23 a 28 de Fevereiro.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 4; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 20pt;"&gt;Prémio&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;1.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;A fotografia mais votada recebe um prémio.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;2.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Haverá duas menções honrosas para a segunda e terceira melhor votadas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;3.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Os resultados serão anunciados nos expositores da Biblioteca e no blogue da Biblioteca&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 32.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;4.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;A entrega do prémio e das menções honrosas será feita, como habitualmente, em cerimónia pública no dia da escola.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="tab-stops: 176.25pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="tab-stops: 176.25pt; text-align: center;"&gt;&lt;span style="font-size: 10pt; line-height: 115%;"&gt;A Biblioteca Escolar&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://2.bp.blogspot.com/-lO5WhzoSNBA/TyvXIQDx_TI/AAAAAAAABFY/PpsejANHFTs/s1600/Diapositivo1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&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/2701139854792238112-8776837422483636874?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/8776837422483636874/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=8776837422483636874' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/8776837422483636874'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/8776837422483636874'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/02/concurso-de-fotografia.html' title='Concurso de fotografia'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-lO5WhzoSNBA/TyvXIQDx_TI/AAAAAAAABFY/PpsejANHFTs/s72-c/Diapositivo1.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-2034865966572187812</id><published>2012-02-02T15:08:00.001Z</published><updated>2012-02-02T15:09:31.070Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Dia dos Namorados'/><title type='text'>Comemoração do dia dos namorados</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BQ8dKmC4mfA/Tyqlkt_j2WI/AAAAAAAABFI/8uRszXTyHbM/s1600/dia+dos+namorados.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-BQ8dKmC4mfA/Tyqlkt_j2WI/AAAAAAAABFI/8uRszXTyHbM/s320/dia+dos+namorados.jpg" width="217" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dia dos namorados – Festa do Amor&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;Na Escola Secundária D. Afonso Henriques, em Vila das Aves, o AMOR anda no ar, e o dia de S. Valentim traz com sigo um cupido atrevido e cheio de vontade de amar … cuidado! A sua seta é certeira!&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; É com este espírito de Alegria que no dia 14 de Fevereiro a nossa escola vai abrir os portões em ambiente festivo, com música em todos os pavilhões, trocas de cartas de amor realizadas pelos alunos, na biblioteca, onde se encontra o marco do correio que ao longo do mês de fevereiro recebeu as manifestações de cupido. &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"&gt;&lt;a href="http://4.bp.blogspot.com/-H8L-F6U8_o4/Tyqm70XhUkI/AAAAAAAABFQ/fJTPV9Lov0w/s1600/Diapositivo1.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-H8L-F6U8_o4/Tyqm70XhUkI/AAAAAAAABFQ/fJTPV9Lov0w/s200/Diapositivo1.JPG" width="150" /&gt;&lt;/a&gt;&amp;nbsp;Ainda neste contexto, a BE vai promover um desfile subordinado ao tema: “NAMORAR ATRAVÉS DOS TEMPOS” em que vários “pares de namorados” (alunos das turmas da escola) caracterizando épocas diferentes de vivência humana, desde a época pré-histórica, Idade Média, Idade Moderna, passando pelos séculos XIX, XX (anos 20, anos 60), séc. XXI e séc. XXX, o futuro, vão desfilar.&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"&gt;No Átrio da escola será feita uma declaração de AMOR à época, em ambiente romântico recriado com sessão fotográfica e, no final, uma mesa de iguarias com doces de amor aguardará pelos apaixonados que beberão o néctar dos Deuses, ao som da melodia dos anjos…&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2701139854792238112-2034865966572187812?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/2034865966572187812/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=2034865966572187812' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/2034865966572187812'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/2034865966572187812'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/02/comemoracao-do-dia-dos-namorados.html' title='Comemoração do dia dos namorados'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-BQ8dKmC4mfA/Tyqlkt_j2WI/AAAAAAAABFI/8uRszXTyHbM/s72-c/dia+dos+namorados.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-6356735049401375128</id><published>2012-01-27T21:57:00.003Z</published><updated>2012-02-07T10:59:47.218Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='projeto reciclar conhecimento'/><title type='text'>Projeto Reciclar Conhecimento - troca de manuais escolares</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ZANRWsrfgXg/TyMen89oD_I/AAAAAAAABE4/rU7S3gcRYqM/s1600/cartaz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-ZANRWsrfgXg/TyMen89oD_I/AAAAAAAABE4/rU7S3gcRYqM/s320/cartaz.jpg" width="224" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;A biblioteca Escolar está a dinamizar um projeto de troca de manuais escolares usados. Consulta o regulamento &lt;a href="https://docs.google.com/open?id=0BwHTrGBS7AnqMWQyNjZlOTYtYjljMS00OWI1LWI3NTAtZDcyNjg3YTdiNWEy"&gt;aqui &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/2701139854792238112-6356735049401375128?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/6356735049401375128/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=6356735049401375128' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/6356735049401375128'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/6356735049401375128'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/01/projeto-reciclar-conhecimento-troca-de.html' title='Projeto Reciclar Conhecimento - troca de manuais escolares'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ZANRWsrfgXg/TyMen89oD_I/AAAAAAAABE4/rU7S3gcRYqM/s72-c/cartaz.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-7189166198844834956</id><published>2012-01-11T15:14:00.003Z</published><updated>2012-01-11T15:19:12.230Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='evidências'/><title type='text'>Evidências da BE 1.º período</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-ff1f2a0742af2325" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v4.nonxt5.googlevideo.com/videoplayback?id%3Dff1f2a0742af2325%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331301339%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D6993093B0AA14324755618FE5E8C9A13DDFE8181.7187F45F2F15CA1B5138EF14715DC308ACC04FD2%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dff1f2a0742af2325%26offsetms%3D5000%26itag%3Dw160%26sigh%3DwsJ1a_fEUqhytv7DCAYHOjdh86c&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v4.nonxt5.googlevideo.com/videoplayback?id%3Dff1f2a0742af2325%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331301339%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D6993093B0AA14324755618FE5E8C9A13DDFE8181.7187F45F2F15CA1B5138EF14715DC308ACC04FD2%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dff1f2a0742af2325%26offsetms%3D5000%26itag%3Dw160%26sigh%3DwsJ1a_fEUqhytv7DCAYHOjdh86c&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2701139854792238112-7189166198844834956?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/7189166198844834956/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=7189166198844834956' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/7189166198844834956'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/7189166198844834956'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/01/evdencias-da-be-1-periodo.html' title='Evidências da BE 1.º período'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-4740850110956350815</id><published>2012-01-06T09:11:00.000Z</published><updated>2012-01-06T09:11:26.220Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='leitor do mês'/><title type='text'>Leitor do mês de Dezembro</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Yb5ZOcvjp8I/Twa6n42C-rI/AAAAAAAABEg/nP3cjz5uhAs/s1600/Melhor+leitor+do+m%25C3%25AAs+Dez..2011.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-Yb5ZOcvjp8I/Twa6n42C-rI/AAAAAAAABEg/nP3cjz5uhAs/s400/Melhor+leitor+do+m%25C3%25AAs+Dez..2011.jpg" width="282" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-1i5UHPj8Twg/Twa6ii5fLPI/AAAAAAAABEY/Xc8B-l-fpRM/s1600/Melhor+leitor+do+m%25C3%25AAs+Dez..2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&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/2701139854792238112-4740850110956350815?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/4740850110956350815/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=4740850110956350815' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/4740850110956350815'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/4740850110956350815'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/01/leitor-do-mes-de-dezembro.html' title='Leitor do mês de Dezembro'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Yb5ZOcvjp8I/Twa6n42C-rI/AAAAAAAABEg/nP3cjz5uhAs/s72-c/Melhor+leitor+do+m%25C3%25AAs+Dez..2011.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-7142719060833763500</id><published>2012-01-06T09:03:00.002Z</published><updated>2012-01-06T09:03:56.552Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='efemérides'/><title type='text'>Efemérides de Janeiro</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ZUoRXxDrRO0/Twa46KkAQ3I/AAAAAAAABEQ/HG7L7Ql_Uhs/s1600/janeiro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-ZUoRXxDrRO0/Twa46KkAQ3I/AAAAAAAABEQ/HG7L7Ql_Uhs/s400/janeiro.jpg" width="281" /&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/2701139854792238112-7142719060833763500?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/7142719060833763500/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=7142719060833763500' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/7142719060833763500'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/7142719060833763500'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/01/efemerides-de-janeiro.html' title='Efemérides de Janeiro'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ZUoRXxDrRO0/Twa46KkAQ3I/AAAAAAAABEQ/HG7L7Ql_Uhs/s72-c/janeiro.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-925150862376352617</id><published>2012-01-06T08:54:00.001Z</published><updated>2012-01-06T22:43:00.619Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Top+'/><title type='text'>top + de Dezembro</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-FqiyozGS1UU/Twd44h5311I/AAAAAAAABEo/80LqyLVteGE/s1600/top+Dezembro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-FqiyozGS1UU/Twd44h5311I/AAAAAAAABEo/80LqyLVteGE/s400/top+Dezembro.jpg" width="283" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-FrWypwnBf0k/Twa2o68sMnI/AAAAAAAABEI/N5pEbwUzNZ0/s1600/top+Dezembro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&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/2701139854792238112-925150862376352617?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/925150862376352617/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=925150862376352617' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/925150862376352617'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/925150862376352617'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/01/top-de-dezembro.html' title='top + de Dezembro'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-FqiyozGS1UU/Twd44h5311I/AAAAAAAABEo/80LqyLVteGE/s72-c/top+Dezembro.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-2946520521103889599</id><published>2012-01-05T15:38:00.001Z</published><updated>2012-01-05T15:47:44.316Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='livro do mês'/><title type='text'>Livro do mês</title><content type='html'>&lt;!--[if !mso]&gt; &lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt; 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  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabela normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;}&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults v:ext="edit" spidmax="1035"/&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout v:ext="edit"&gt;   &lt;o:idmap v:ext="edit" data="1"/&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;div class="MsoNormal" style="line-height: 150%; margin-left: -1cm;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PT&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;   &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;   &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt; 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float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-r-t7nGtaWFs/TwXEotIzUuI/AAAAAAAABD0/WgIiMEEp5zk/s200/A+mntanha+m%25C3%25A1gica.jpg" width="131" /&gt;&lt;/a&gt;&lt;span style="color: blue; font-size: x-large;"&gt;A Montanha Mágica&lt;/span&gt;&lt;span style="font-size: large;"&gt; &lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;(no original em alemão Der Zauberberg) é um livro escrito por Thomas Mann em 1924. Um dos romances mais influentes da literatura mundial do século XX, foi importante para a conquista do Prémio Nobel de Literatura em 1929 por Mann. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;É um exemplo clássico da literatura que os alemães classificam como Bildungsroman.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="separator" style="clear: both; font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://2.bp.blogspot.com/-2tDFMj0dvnQ/TwXFr_V_lWI/AAAAAAAABEA/UCEn5nBe7DY/s1600/thomasmann.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-2tDFMj0dvnQ/TwXFr_V_lWI/AAAAAAAABEA/UCEn5nBe7DY/s200/thomasmann.jpg" width="128" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;Thomas Mann iniciou a escrita de "A montanha mágica" em 1912, o mesmo ano em que sua mulher Katharina Mann (Katia) foi internada num sanatório de Davos na Suíça, para se curar de uma tuberculose. O livro teria sido inspirado nesse episódio.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;Em 1915, Thomas Mann interrompeu o seu trabalho no manuscrito, indeciso sobre o fim a dar ao romance. Nesta altura, Mann encontra-se em conflito com o irmão Heinrich Mann, um apoiante da França e dos aliados, que desprezava o espírito filisteu, provinciano, totalitário, acrítico dos alemães e de seu Kaiser Wilhelm II, como tinha ficado bem patente no seu romance "Der Untertan" (o súdito), publicado pouco antes do início da Guerra. &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;Thomas Mann era, por contraponto ao irmão, nesta altura, (ainda) um espírito mais arreigado às suas raízes culturais e à sua pátria. Apenas mais tarde, na Segunda Guerra Mundial, Thomas Mann viria a adquirir um espírito mais crítico sobre a sua própria sociedade e cultura. Em "Reflexões de um homem não-político", de 1918, Thomas Mann defende a cultura alemã contra aquilo que ele afirma ser uma ideologia dogmática do ocidente. &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;Como se disse, Thomas Mann iria mudar muito na Segunda Guerra Mundial, onde estará abertamente ao lado dessa suposta ideologia. Thomas Mann continuou a escrever "A montanha mágica" em 1919, já depois da guerra. Terminaria o romance apenas em 1924, ano da publicação. &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;Entretanto, muitas observações dele sobre a experiência da Alemanha na República de Weimar tinham influenciado o livro.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;A obra trata da história de um jovem engenheiro naval alemão, de Hamburgo, chamado Hans Castorp. Ele visita o primo Joachim Ziemssen num sanatório destinado ao tratamento de doenças respiratórias localizado em Davos, nos Alpes suíços, pouco antes do começo da Primeira Guerra Mundial. Apesar de ser encaminhado ao sanatório apenas para uma visita e para tratar uma anemia, Hans Castorp vai aos poucos mostrando sinais de que tem tuberculose pulmonar e acaba por prolongar a sua visita ao sanatório por meses e anos, pois a sua saída é sempre adiada por causa da doença.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;Nesse período, Castorp, pouco a pouco, afasta-se da vida "na planície" e conquista o que chama de liberdade da vida normal. Desliga-se do tempo, da carreira e da família e é atraído pela doença, pela introspeção e pela morte. Ao mesmo tempo, amadurece e trava um contato mais profundo com a política, a arte, a cultura, a religião, a filosofia, a fragilidade humana (incluindo a morte e o suicídio), o caráter subjetivo do tempo (um dos temas mais importantes da obra) e o amor.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;O sanatório forma um microcosmo europeu. Os numerosos personagens do livro, muitos com descrições e reflexões detalhadas, são representações de tendências e pensamentos que predominavam na europa do pré-grande-guerra, conhecido como o período dos anos loucos. Em particular os personagens Lodovico Settembrini (humanista e enciclopedista) e Leo Naphta (um jesuíta totalitário) representam o contraste entre ideias liberais e conservadoras, respetivamente. &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;Também se destacam o hedonista Mynheer Peeperkorn e Madame Clawdia Chauchat, por quem Castorp desenvolve interesse romântico e sutilmente sensual, cujo “climax” está genialmente descrito por Mann em páginas verdadeiramente universais.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;A subjetividade da passagem do tempo abordada por Mann reflete-se na estrutura do livro. A narrativa é ordenada cronologicamente, mas acelera ao longo do romance. Desse modo, os primeiros cinco capítulos relatam apenas o primeiro dos anos de Castorp no sanatório, em grande detalhe. Os restantes seis anos, marcados pela monotonia e pela rotina, são descritos nos últimos dois capítulos. Essa assimetria corresponde à própria perceção distorcida de Castorp quanto à passagem do tempo.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;  &lt;/span&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: large;"&gt;No final da narrativa, inicia-se a Guerra, Castorp une-se às fileiras do exército, e a sua morte iminente no campo de batalha é sugerida. Apesar do processo de amadurecimento do personagem ao longo do livro, não está claro, no final, formou-se uma sólida individualidade, e a sua última aparição-se como um soldado anónimo, entre milhares, num campo de batalha qualquer da Primeira Guerra Mundial.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: -1.0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2701139854792238112-2946520521103889599?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/2946520521103889599/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=2946520521103889599' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/2946520521103889599'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/2946520521103889599'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2012/01/livro-do-mes.html' title='Livro do mês'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-r-t7nGtaWFs/TwXEotIzUuI/AAAAAAAABD0/WgIiMEEp5zk/s72-c/A+mntanha+m%25C3%25A1gica.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-2467838514909271268</id><published>2011-12-20T12:29:00.004Z</published><updated>2012-01-06T22:43:26.222Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='feira do livro'/><title type='text'>Feira do livro</title><content type='html'>&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;A Feira do Livro na Escola&lt;/b&gt; é uma iniciativa que tem como objetivo incentivar a leitura, levando o livro ao aluno para que este possa ter um contato mais próximo com ele e adquiri-lo a um preço mais acessível.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small; line-height: 150%;"&gt;Mais uma vez, a Biblioteca Escolar da ESDAH realizou a feira do livro, de 13 a 16 de Dezembro, na sala do aluno, com a colaboração da Comunidade Escolar, proporcionando assim uma dinamização do livro e da leitura que pretendemos mais próxima dos alunos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small; line-height: 150%;"&gt;A feira esteve sempre muito visitada por grupos-turma previamente seleccionados segundo calendarização afixada. Os professores indicados para colaborar na feira cumpriram o seu horário e incentivaram os alunos à consulta e à compra de livros adequados aos seus perfis e à sua faixa etária.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small; line-height: 150%;"&gt;Relativamente ao volume de vendas, foi considerável satisfatório e superou as espectativas.&lt;/span&gt;&lt;span style="font-size: small; line-height: 150%;"&gt;&amp;nbsp; &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/2701139854792238112-2467838514909271268?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/2467838514909271268/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=2467838514909271268' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/2467838514909271268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/2467838514909271268'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2011/12/feira-do-livro.html' title='Feira do livro'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-3993138081885603340</id><published>2011-12-10T12:10:00.001Z</published><updated>2011-12-10T12:11:35.832Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Encontro com o escritor'/><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-mHMuA0r_aFY/TuNL_ST17nI/AAAAAAAABDc/y7ZrfmKYauU/s1600/antonia+sala+...jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="267" src="http://3.bp.blogspot.com/-mHMuA0r_aFY/TuNL_ST17nI/AAAAAAAABDc/y7ZrfmKYauU/s400/antonia+sala+...jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small; line-height: 115%;"&gt;No dia 6 de Dezembro veio à nossa escola o ilustre comunicador António Sala para apresentar o seu livro “MEMÓRIAS da VIDA e da RÁDIO dos AFECTOS”. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small; line-height: 115%;"&gt;A atividade foi preparada previamente com placards alusivos à vida e obra do autor pelos alunos da turma 10º ESE que ajudaram a criar uma ambiência informal e acolhedora de tal forma que o nosso convidado ficou sensibilizado e agradecido. António Sala mostrou mais uma vez, entre nós, o seu extraordinário dom de comunicação envolvendo todos os presentes na conversa em jeito de entrevista feita pelos alunos anfitriões.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small; line-height: 115%;"&gt;De seguida, passou-se à sessão de autógrafos onde todos os presentes puderam ver assinado o livro que adquiriram, salientando-se a presença de alguns encarregados de educação, funcionários da escola, professores e alunos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small; line-height: 115%;"&gt;A Biblioteca Escolar agradece aos alunos da turma 10º ESE, aos funcionários da biblioteca e a todos os envolvidos pois só com o empenho de todos, foi possível um resultado tão positivo.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small; line-height: 115%;"&gt;Por último, salienta-se a presença da comunicação social que fez a cobertura da atividade.&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/2701139854792238112-3993138081885603340?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/3993138081885603340/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=3993138081885603340' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/3993138081885603340'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/3993138081885603340'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2011/12/normal-0-21-false-false-false-pt-x-none.html' title=''/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-mHMuA0r_aFY/TuNL_ST17nI/AAAAAAAABDc/y7ZrfmKYauU/s72-c/antonia+sala+...jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-377369853422025754</id><published>2011-12-09T09:35:00.000Z</published><updated>2011-12-09T09:35:48.338Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='feira do livro'/><title type='text'>Feira do Livro na nossa escola</title><content type='html'>Convida-se toda a comunidade escolar a visitar a feira do livro a decorrer na Escola Secundária D. Afonso Henriques, entre os dias 11 e 15 de Dezembro a decorrer na sala do aluno.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-iwj9tU-5YFs/TuHWUi4tIwI/AAAAAAAABDU/6f8BxQC63_I/s1600/cartaz+feira+do+livro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-iwj9tU-5YFs/TuHWUi4tIwI/AAAAAAAABDU/6f8BxQC63_I/s400/cartaz+feira+do+livro.jpg" width="282" /&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/2701139854792238112-377369853422025754?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/377369853422025754/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=377369853422025754' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/377369853422025754'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/377369853422025754'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2011/12/feira-do-livro-na-nossa-escola.html' title='Feira do Livro na nossa escola'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-iwj9tU-5YFs/TuHWUi4tIwI/AAAAAAAABDU/6f8BxQC63_I/s72-c/cartaz+feira+do+livro.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-3611446010043663582</id><published>2011-11-24T16:35:00.001Z</published><updated>2011-11-24T16:35:35.478Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='Encontro com o escritor'/><title type='text'>António Sala visita a nossa escola</title><content type='html'>No dia 6 de Dezembro, pelas 16:45h, na Biblioteca Escolar, António Sala apresenta o seu livro "Memórias da VIDA e da RÁDIO dos AFECTOS".&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-X7nX00Ypn7U/Ts5yLF-_HkI/AAAAAAAABDM/oXiQoVTqgp8/s1600/sala2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-X7nX00Ypn7U/Ts5yLF-_HkI/AAAAAAAABDM/oXiQoVTqgp8/s400/sala2.jpg" width="282" /&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/2701139854792238112-3611446010043663582?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/3611446010043663582/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=3611446010043663582' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/3611446010043663582'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/3611446010043663582'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2011/11/antonio-sala-visita-nossa-escola.html' title='António Sala visita a nossa escola'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-X7nX00Ypn7U/Ts5yLF-_HkI/AAAAAAAABDM/oXiQoVTqgp8/s72-c/sala2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-6511945180294192260</id><published>2011-11-11T21:49:00.010Z</published><updated>2011-11-16T12:25:13.678Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='s. martinho'/><title type='text'>Comemoração do dia de S. Martinho</title><content type='html'>&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"&gt;&lt;a href="http://3.bp.blogspot.com/-vilRpQXEHCU/Tr2ZYJ8xxMI/AAAAAAAABC8/_K29DKYAZhk/s1600/cartaz+2011_2012.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-vilRpQXEHCU/Tr2ZYJ8xxMI/AAAAAAAABC8/_K29DKYAZhk/s200/cartaz+2011_2012.jpg" width="141" /&gt;&lt;/a&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;No dia 11 de Novembro comemorou-se na ESDAH o dia de S. Martinho e ao contrário da lenda o sol não surgiu pois a intensa chuva que caía fez-nos acreditar que o Outono estava aí, no entanto o calor humano não faltou…&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 14.2pt; text-align: justify;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Durante esta semana a Biblioteca Escolar embelezou-se com motivos alusivos à quadra. Assim, não faltaram as tradicionais castanhas, os ouriços, as bolotas, o assador, a palha e a fogueira. Não podíamos esquecer a tradição lendária deste dia e por isso, no átrio da BE esteve presente uma exposição onde se divulgou, para os mais novos conhecerem e os mais velhos lembrarem, a lenda de S. Martinho, os provérbios e adivinhas para toda a comunidade apreciar.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;A BE pretende trabalhar com toda a comunidade e nesta atividade a turma do 10ºE/SE, com a orientação da professora de Português contribuiu para marcar, de uma forma lúdico/pedagógica, este dia de S. Martinho. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Os alunos organizados em grupos realizaram um pequeno vídeo onde os próprios eram os atores, recreando a lenda e eternizando os provérbios, através da entrega simbólica de um “pergaminho”. Ao longo da manhã os alunos do 10º E/SE retrataram os aspetos tradicionais deste dia para os seus colegas e professores, visitando as salas de aulas e a sala dos professores.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin: auto; visibility: visible; width: 540px;"&gt;&lt;embed align="middle" allowscriptaccess="sameDomain" bgcolor="" flashvars="ql=2&amp;amp;src1=http://pic100.picturetrail.com:80/VOL1156/13419680/flicks/1/8657628" height="410" name="S. Martinho" quality="high" src="http://flash.picturetrail.com/pflicks/3/spflick.swf" style="height: 410px; width: 540px;" type="application/x-shockwave-flash" width="540" wmode="transparent"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;div style="height: 24px; margin-top: 10px; whitespace: no-wrap; width: 540px;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.picturetrail.com/misc/counter.fcgi?cID=924&amp;amp;link=/photoFlick/samples/pflicks=shtml"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href="http://www.picturetrail.com/misc/counter.fcgi?cID=925&amp;amp;link=/photoFlick/samples/pflicks=shtml"&gt;&lt;/a&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/2701139854792238112-6511945180294192260?l=esdahbiblioteca.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esdahbiblioteca.blogspot.com/feeds/6511945180294192260/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2701139854792238112&amp;postID=6511945180294192260' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/6511945180294192260'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2701139854792238112/posts/default/6511945180294192260'/><link rel='alternate' type='text/html' href='http://esdahbiblioteca.blogspot.com/2011/11/comemoracao-do-dia-de-s-martinho.html' title='Comemoração do dia de S. Martinho'/><author><name>Blogue da Biblioteca da Escola Secundária D. Afonso Henriques</name><uri>http://www.blogger.com/profile/12029703303211377429</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-OxEfNC4MwuQ/TWQyom8OxVI/AAAAAAAAA5A/ZNPzY1_oapY/s220/LogoBE.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-vilRpQXEHCU/Tr2ZYJ8xxMI/AAAAAAAABC8/_K29DKYAZhk/s72-c/cartaz+2011_2012.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2701139854792238112.post-1612171344645890131</id><published>2011-11-07T18:18:00.000Z</published><updated>2011-11-07T18:18:51.839Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='autor do mês'/><title type='text'>Autor do mês de Novembro</title><content type='html'>&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; line-height: 150%;"&gt;70 anos do suicídio de Virginia Woolf&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;    &lt;/span&gt;&lt;/span&gt; &lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;    &lt;/span&gt;&lt;/span&gt; &lt;br /&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;a 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
