tag:blogger.com,1999:blog-20934592940765061412012-01-31T17:02:48.724ZEscola EB2,3/S de Oliveira de FradesBE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.comBlogger3081100tag:blogger.com,1999:blog-2093459294076506141.post-9819152954628212922012-01-31T16:47:00.006Z2012-01-31T17:02:48.734Z<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-F8Wv8CBF4Uk/TygaMZ6ivpI/AAAAAAAAB9M/rWH1UMnKpIs/s1600/2012-01-31+15.21.17.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="241" src="http://1.bp.blogspot.com/-F8Wv8CBF4Uk/TygaMZ6ivpI/AAAAAAAAB9M/rWH1UMnKpIs/s320/2012-01-31+15.21.17.jpg" width="320" /></a></div>Está patente na Biblioteca da escola uma exposição de trabalhos dos alunos do Curso de Técnico de Turismo Ambiental e Rural, elaborados no âmbito da disciplina de Geografia, com o tema "A evolução populacional no concelho de Oliveira de Frades". No seu trabalho, os alunos utilizaram, entre outras fontes, os dados provenientes do Instituto Nacional de Estatística (INE).<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-981915295462821292?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-18083319513883603812012-01-31T14:25:00.001Z2012-01-31T14:33:44.404Z<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-BZ68USkBczc/Tyf7PPAEvfI/AAAAAAAAB80/MleeUWDhbvI/s1600/Numero+de+acessos.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="245" src="http://2.bp.blogspot.com/-BZ68USkBczc/Tyf7PPAEvfI/AAAAAAAAB80/MleeUWDhbvI/s400/Numero+de+acessos.JPG" width="400" />&nbsp;</a><a href="http://2.bp.blogspot.com/-BZ68USkBczc/Tyf7PPAEvfI/AAAAAAAAB80/MleeUWDhbvI/s1600/Numero+de+acessos.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">&nbsp;</a></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><a name='more'></a><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-O9hnr9MyEGU/Tyf7uuHSwSI/AAAAAAAAB9E/iX1ZEcuEzCo/s1600/utilizadores_da_biblioteca.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="245" src="http://2.bp.blogspot.com/-O9hnr9MyEGU/Tyf7uuHSwSI/AAAAAAAAB9E/iX1ZEcuEzCo/s400/utilizadores_da_biblioteca.JPG" width="400" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-1808331951388360381?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-82625755028318787772012-01-26T23:25:00.007Z2012-01-30T23:31:43.891Z<a href="http://3.bp.blogspot.com/-HGWGVqMWt9c/TyHfdYeEm9I/AAAAAAAAB70/PxxsRoMMIR4/s1600/2012-01-24+17.09.16.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://3.bp.blogspot.com/-HGWGVqMWt9c/TyHfdYeEm9I/AAAAAAAAB70/PxxsRoMMIR4/s200/2012-01-24+17.09.16.jpg" width="150" /></a>Decorreu, na passada terça-feira, dia 24 de Janeiro mais uma sessão de animação da leitura na Biblioteca da Escola EB1 de Vila Chã. Desta vez, a obra escolhida foi "O Cuquedo", com texto de Clara Cunha e ilustração de Paulo Galindro, publicado pela editora Livros Horizonte.<br /><br />Após a leitura expressiva da história, os alunos foram convidados a imaginar um novo "Cuquedo"&nbsp; e a desenhá-lo a partir da caracterização que escolheram.<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-Q1N6P1QPy68/TyHd4uJXAMI/AAAAAAAAB7A/NKTHxlPrRIU/s1600/cuquedo1%5B1%5D.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div><a name='more'></a>A atividade proporcionou momentos de leitura e o contacto com a obra:<br /><br /><div class="separator" style="clear: both; text-align: left;"><a href="http://3.bp.blogspot.com/-dIidMTQSFWo/TyHe71E0xBI/AAAAAAAAB7M/Zr1maC_zHvE/s1600/2012-01-24+17.04.59.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://3.bp.blogspot.com/-dIidMTQSFWo/TyHe71E0xBI/AAAAAAAAB7M/Zr1maC_zHvE/s200/2012-01-24+17.04.59.jpg" width="150" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><br />No final da sessão forma oferecidos marcadores temáticos:<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-PdJruNoF2QQ/Tyaz4WUu1cI/AAAAAAAAB8U/gg3j360O6Is/s1600/cuquedo_marcador.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="http://4.bp.blogspot.com/-PdJruNoF2QQ/Tyaz4WUu1cI/AAAAAAAAB8U/gg3j360O6Is/s400/cuquedo_marcador.JPG" width="186" /></a></div><br /><br /><div class="separator" style="clear: both; text-align: left;"><br /></div>Vídeo com a leitura e visualização da obra:<br /><br /><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/5O7hQHIE1Wk" width="420"></iframe><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-8262575502831878777?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-27029745592437641022012-01-26T23:05:00.001Z2012-01-26T23:37:09.858Z<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-BbwHyH7m0I4/TyHbVixa2uI/AAAAAAAAB64/KujlweWbLSY/s1600/newspaper.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="319" src="http://4.bp.blogspot.com/-BbwHyH7m0I4/TyHbVixa2uI/AAAAAAAAB64/KujlweWbLSY/s320/newspaper.jpg" width="320" /></a></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Obviamente, trata-se de um jornal fictício.Vejam como podem fazer <a href="http://www.fodey.com/generators/newspaper/snippet.asp">aqui</a>.<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-2702974559243764102?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-62973463932126085872012-01-24T21:40:00.005Z2012-01-26T22:57:59.635Z<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="http://1.bp.blogspot.com/-GSvF6a-um7g/Tx8korqiJxI/AAAAAAAAB6o/aC45xB2Wy7s/s1600/2012-01-11+15.32.31.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><img border="0" height="200" src="http://1.bp.blogspot.com/-bw5RLdCVzl4/Tx8koJoxkAI/AAAAAAAAB6k/K6UTOj5f8o4/s200/cnl_fase_escola.jpg" width="155" /></div><br />No dia 13 de janeiro realizou-se, a nível de escola, a primeira eliminatória do <span style="color: #333333;"><b>Concurso Nacional de Leitura</b></span>.<br />Tal como oportunamente divulgado, as obras propostas para leitura autónoma, no 3º ciclo, foram <i>Constantino, guardador de vacas e de sonhos</i>, de Alves Redol e <i>Colar</i>, de Sophia de Mello Breyner Andresen. No ensino secundário foram propostas as obras <i>Gaibéus</i>, de Alves Redol e <i>Livro Sexto</i>, de Sophia de Mello Breyner Andresen.<br /><br /><a name='more'></a><br />Em cada um dos&nbsp;níveis&nbsp;de ensino, foram apurados três alunos que irão participar na fase distrital.<br />Os nossos parabéns a todos os participantes.<br /><b><span style="font-family: Arial,sans-serif; font-size: 11pt;"><br /></span></b><b><span style="font-family: Arial,sans-serif; font-size: 11pt;"> </span></b> <br /><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 115%;">Pauta de Resultados – 3º Ciclo</span></b></div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; width: 597px;"><tbody><tr style="height: 78.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid black 1.0pt; height: 78.0pt; mso-border-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Nome, Nº e Turma</span></b></div></td> <td style="border-left: none; border: solid black 1.0pt; height: 78.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;">“Constantino, guardador de vacas e de sonhos” de Alves Redol</b></div></td> <td style="border-left: none; border: solid black 1.0pt; height: 78.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;">“O Colar” de Sophia de Mello Breyner</b></div></td> <td style="border-left: none; border: solid black 1.0pt; height: 78.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;">Posição</b></div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 1;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;">Catarina Laranjeira Pinho, nº 6, 9º A</b></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">71%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">70,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">1º</span></b></div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 2;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;">Sónia Tavares, nº 20, 9º F</b></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">73%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">66,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">2º</span></b></div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 3;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;">Iliane Soares, nº 10, 9º A</b></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">70%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">66,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">3º</span></b></div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 4;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Carolina Figueirinhas, nº 4, 9ºA</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">59%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">77%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">4º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 5;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Cristiana Matos, nº 3, 9ºD</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">55,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">74,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">5º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 6;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Daniela Pereira, nº 9, 7º B</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">75%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">59%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">6º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 7;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Sofia Ferreira, nº 19, 9º C</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">60%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">67,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">7º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 8;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Ana Margarida Almeida, nº 4, 7º B</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">58%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">60%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">8º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 9;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Gil Teixeira, nº11, 7º B</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">54,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">61%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">9º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 10;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Joana Santos, nº12, 9ºD</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">42%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">67%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">10º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 11;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Andreia Silva, nº 1, 7º A</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">40%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">60,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">11º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 12;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Francisca Nabais, nº11, 7ºA</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">55%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">46º</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">12º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 13;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Beatriz Almeida, nº2, 7º A</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">53%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">45,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">13º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 14;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Daniela Henriques, nº8, 9º C</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">43%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 54,5%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">14º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 15;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Daniel Almeida, nº 4, 9º D</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 33%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">48%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">15º</div></td> </tr><tr style="height: 20.8pt; mso-yfti-irow: 16; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid black 1.0pt; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.75pt;" width="241"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Vasco Gomes, nº 17, 9º D</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.3pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">35%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.2pt;" valign="top" width="112"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">13%</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.2pt;" valign="top" width="94"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">16º</div></td> </tr></tbody> </table><div align="center" class="MsoNormal" style="text-align: center;"><br /></div><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><b><u><span style="font-size: 16pt;">Alunos apurados para a Fase Distrital&nbsp; - Secundário<br /></span></u></b></div><br /><br />1º - Liliana Lourenço da Silva, 10º B (67 pontos)<br />2º - Raquel Marisa Henriques Silva, 10ºB (60 pontos<br />3º - Susana Margaida Oliveira Valério, 10ºD (52 pontos)<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-6297346393212608587?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-20966581452051719792012-01-13T13:23:00.011Z2012-01-19T22:47:45.732Z<div style="text-align: left;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: left;"><a href="http://4.bp.blogspot.com/-CtHd7o4vHE0/TxidBPObnkI/AAAAAAAAB58/NUGbCCNU0VI/s1600/2012-01-11+16.08.09b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="81" src="http://4.bp.blogspot.com/-CtHd7o4vHE0/TxidBPObnkI/AAAAAAAAB58/NUGbCCNU0VI/s200/2012-01-11+16.08.09b.jpg" width="200" /></a></div><a href="http://3.bp.blogspot.com/-l5CdiSBQ43s/TxiZ9OsWzXI/AAAAAAAAB50/bZ-DAvHinaM/s1600/2012-01-11+16.08.09.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><br /><table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 4.85pt; margin-right: 4.85pt;"><thead><tr style="height: 21.25pt;"> <td style="border: 1pt solid windowtext; height: 21.25pt; padding: 0cm 5.4pt; width: 108.05pt;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"><b>Posição</b></span></div></td> <td style="border: 1pt solid windowtext; height: 21.25pt; padding: 0cm 5.4pt; width: 108.05pt;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"><b>Equipa</b></span></div></td> <td style="border: 1pt solid windowtext; height: 21.25pt; padding: 0cm 5.4pt; width: 108.05pt;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"><b>Turma</b></span></div></td> <td style="border: 1pt solid windowtext; height: 21.25pt; padding: 0cm 5.4pt; width: 108.05pt;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"><b>Pontuação</b></span></div></td> </tr></thead> <tbody><tr style="height: 55.2pt;"> <td style="border: 1pt solid windowtext; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">1º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" valign="top" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Helena Cerveira</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ana Pinto</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ana Tavares</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Daniela Silva</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7º C</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">92%</span></div></td> </tr><tr style="height: 55.2pt;"> <td style="border: 1pt solid windowtext; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">2º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" valign="top" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Gil Teixeira</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Vítor Ferreira</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Diogo Esteves</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Daniel</span><span style="font-size: small;">&nbsp; Gomes</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºB</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 55.2pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">90.5%</span></div></td> </tr><tr style="height: 83.05pt;"> <td style="border: 1pt solid windowtext; height: 83.05pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">3º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 83.05pt; padding: 0cm 5.4pt; width: 108.05pt;" valign="top" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">António Silva</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">João Praia</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Pedro Ferraz</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">José Soares</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Tiago Gomes</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Nuno Pereira</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 83.05pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7º E</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 83.05pt; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">90%</span></div></td> </tr></tbody></table><span style="font-size: small;"></span><br /><a name='more'></a><span style="font-size: small;"><br /></span><br /><table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 4.85pt; margin-right: 4.85pt;"><tbody><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">4º</span></div></td> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ricardo Martins</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Sónia Martins</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ricardo Santos</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Fátima Martins</span></div></td> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºA</span></div></td> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">88%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">4º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Joana Pinto</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Joana Marques</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Carla Nobre</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Nuno Marques</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºB</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">88%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"><br /></span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">4º</span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"><br /></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Filipe Manuel</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºC</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">88%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Nádia Pereira</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Sílvia Santos</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Francisco Bica</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Filipa Silva</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">84%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">8º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Cláudia Silva</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Beatriz Almeida</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Francisca Cruzeiro</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Sara Martins</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">83.5%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">9º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Leonardo</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Micaela</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Rui</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Cláudio</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºC</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">83%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">10º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Tiago Lopes</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Hugo Amaral</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Marco Ramos</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Hélder Silva</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºC</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">82%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">11º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ana Rodrigues</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Inês Silva</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Pedro Matos</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Márcia Pereira</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºB</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">80%</span></div></td> </tr></tbody></table><span style="font-size: small;"><br /></span><br /><table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 4.85pt; margin-right: 4.85pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: page; mso-table-left: left; mso-table-lspace: 7.1pt; mso-table-overlap: never; mso-table-rspace: 7.1pt; mso-table-top: 173.3pt; mso-yfti-tbllook: 1184;"><tbody><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">12º</span></div></td> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Daniela Pereira</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ana Martins</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ana Almeida</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Carla Tavares</span></div></td> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºB</span></div></td> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">77.5%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">13º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Andreia Silva</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Sofia Vicente</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Tatiana Sofia</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Filipa Gonçalves</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">77%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">14º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Cristiana Ferreira</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Carolina Silva</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Rita Correia</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Sílvia Santos</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Sara Lopes</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºE</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">75%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">15º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Ana Urso</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Maria Lopes</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Mariana Costa</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Matilde Pereira</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºE</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">71.5%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">16º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Graziela Coutinho</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Bárbara Almeida</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Maria Gomes</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Adriana Gonçalves</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºB</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">64.5%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">17º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Bruno Dias</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Cristiana Fernandes</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Diogo Almeida</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Sara Santos</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">61%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">18º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Andreia Tojal</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Andreia Figueiredo</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Jéssica Almeida</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Mariana Pinto</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Vânia Guerreiro</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7º E</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">51%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">19º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Bruno Lopes</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Pedro Marques</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Pedro Dias</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Diana Sampaio</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºC</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">45%</span></div></td> </tr><tr> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">20º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Bernardo Veiga</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">André Pereira</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">João Fernandes</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Guilherme Ferreira</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7ºC</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">39%</span></div></td> </tr><tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;"> <td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">21º</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Gabriel Gonçalves</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Tiago Silva</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Vasco Rodrigues</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: small;">Rúben Almeida</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">7º C</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 108.05pt;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">18%</span></div></td> </tr></tbody></table><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-2096658145205171979?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-46588557438845098552012-01-11T14:58:00.004Z2012-01-13T13:41:16.712Z<embed flashvars="host=picasaweb.google.com&amp;hl=pt_PT&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Fbeofrades%2Falbumid%2F5696392460451281617%3Falt%3Drss%26kind%3Dphoto%26hl%3Dpt_PT" height="192" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="288"></embed><br /><br />Na semana de 12 a a 16 de Dezembro os alunos das turmas do 7º ano participaram no <b style="color: #444444;">Bibliopaper</b>, uma atividade organizada pela Biblioteca, com desafios, enigmas e tarefas de pesquisa com vista ao preenchimento de um questionário. <br /><br />Esta atividade teve como objetivo dar a conhecer as regras de funcionamento da biblioteca, proporcionar o contacto com estratégias de pesquisa e promover a utilização de fontes diversificadas de informação.<br /><br />Numa das questões era pedido que os criassem uma quadra com as palavras "aprender" e "Biblioteca".<br />Um dos grupos apresentou a seguinte:<br /><br /><i>Na Biblioteca podemos aprender,</i><br /><i>pesquisar e estudar.</i><br /><i>Com tantos livros à volta</i><br /><i>dá-nos vontade de sonhar.&nbsp; </i><br />&nbsp; <br /><span style="font-size: x-small;">Ricardo, Sónia, Rui e Fátima (7º A) </span><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-4658855743884509855?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-76861507089287885982011-12-20T22:07:00.002Z2011-12-20T22:09:24.425Z<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><a href="http://2.bp.blogspot.com/-mFPck6QWlD0/Tusv_hUObYI/AAAAAAAABXM/6LZQ9H305Po/s1600/DSC03430.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240px" oda="true" src="http://2.bp.blogspot.com/-mFPck6QWlD0/Tusv_hUObYI/AAAAAAAABXM/6LZQ9H305Po/s320/DSC03430.JPG" width="320px" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />E<span style="color: black;">ncontra-se patente nos espaço de Biblioteca - G1 da nossa escola, uma pequena exposição de castros desenhados e construídos por alunos do 5º ano, com a colaboração dos seus encarregados de educação.</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span style="color: black;">Esta atividade pretende incentivar o conhecimento da cultura castreja e insere-se nos conteúdos programáticos de História e Geografia de Portugal lecionados este período.</span></div><div class="separator" style="clear: both; text-align: center;"></div><br /><img border="0" height="240px" oda="true" src="http://1.bp.blogspot.com/--mX9Og3q5bI/TustcExSZzI/AAAAAAAABXE/H32zkts58Jo/s320/DSC03429.JPG" width="320px" /> <br /><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br /></div><br /><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-7CtFGbWHJqM/Tuss2hf4feI/AAAAAAAABW8/sVQP0aXq7gs/s1600/DSC03426.JPG" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240px" oda="true" src="http://4.bp.blogspot.com/-7CtFGbWHJqM/Tuss2hf4feI/AAAAAAAABW8/sVQP0aXq7gs/s320/DSC03426.JPG" width="320px" /></a></div><br /><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-7686150708928788598?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-35151194303263213812011-12-13T02:23:00.009Z2011-12-20T22:15:32.819Z<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-XTsxTh5W2U0/TvEIjuUDSqI/AAAAAAAABXU/tcbWDK4Mppg/s1600/cartaz2small.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="http://2.bp.blogspot.com/-XTsxTh5W2U0/TvEIjuUDSqI/AAAAAAAABXU/tcbWDK4Mppg/s400/cartaz2small.jpg" width="282" /></a></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />A Biblioteca do Agrupamento associa-se à comemoração do centenário do nascimento do escritor António Alves Redol, com a apresentação da exposição <span style="color: black;"><b>Alves Redol – centenário do nascimento</b></span>, organizada pelo Museu do Neo-Realismo a partir de documentos do seu acervo e da família do escritor.<br /><br />&nbsp;Esta mostra documental é composta por painéis sobre a vida e obra deste Grande Autor, que foi romancista, dramaturgo e também autor de um conjunto apreciável de obras de literatura infantil.<br /><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-gUZZrym2tYo/TufcDZuevuI/AAAAAAAABUA/XfbJIcG0nmA/s1600/2011-12-12+14.11.20.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="213" src="http://4.bp.blogspot.com/-gUZZrym2tYo/TufcDZuevuI/AAAAAAAABUA/XfbJIcG0nmA/s320/2011-12-12+14.11.20.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Aspeto geral da exposição</td></tr></tbody></table><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-8ui2P9Ojfqw/Tufbx_W1QjI/AAAAAAAABT4/ovAmhP2xl2o/s1600/2011-12-12+14.13.33.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="213" src="http://4.bp.blogspot.com/-8ui2P9Ojfqw/Tufbx_W1QjI/AAAAAAAABT4/ovAmhP2xl2o/s320/2011-12-12+14.13.33.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Exposição e vídeo sobre o autor </td></tr></tbody></table><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody> </tbody></table>Durante a semana de 12 a 16 de Dezembro serão realizadas visitas guiadas à Biblioteca por parte das turmas do 7º ano.<br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-VebPypu8R6U/TufrtqXlHjI/AAAAAAAABUw/NzvMPebhSd4/s1600/2011-12-12+14.41.37.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://4.bp.blogspot.com/-VebPypu8R6U/TufrtqXlHjI/AAAAAAAABUw/NzvMPebhSd4/s320/2011-12-12+14.41.37.jpg" width="240" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Explorando a obra de Alves Redol<br /><br /></td></tr></tbody></table><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-T5y9-1d3dCE/TuiNzOh5_mI/AAAAAAAABU4/dA75OwQAWjU/s1600/AlvesRedol.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://2.bp.blogspot.com/-T5y9-1d3dCE/TuiNzOh5_mI/AAAAAAAABU4/dA75OwQAWjU/s320/AlvesRedol.jpg" width="227" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Trabalho elaborado por alunos do 7º ano</td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td></tr></tbody></table><br /><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-3515119430326321381?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-49316762827387052912011-12-09T10:32:00.001Z2011-12-09T10:34:42.182Z<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-PKZBPtCQ7gY/TuHjRPh_nII/AAAAAAAABTQ/9t2fWOfqH4s/s1600/arvore+das+est.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-PKZBPtCQ7gY/TuHjRPh_nII/AAAAAAAABTQ/9t2fWOfqH4s/s320/arvore+das+est.JPG" width="253" /></a></div><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />CANÇÃO DE OUTONO<br /><div style="color: #444444;"><b><br /></b></div><div style="background-color: white; color: #444444;"><b>Perdoa-me, folha seca,</b></div><div style="background-color: white; color: #444444;"><b>não posso cuidar de ti.</b></div><div style="background-color: white; color: #444444;"><b>Vim para amar neste mundo,</b></div><div style="background-color: white; color: #444444;"><b>e até do amor me perdi.</b></div><br />De que serviu tecer flores<br />pelas areias do chão,<br />se havia gente dormindo<br />sobre o própro coração?<br /><br />E não pude levantá-la!<br />Choro pelo que não fiz.<br />E pela minha fraqueza<br />é que sou triste e infeliz.<br />Perdoa-me, folha seca!<br />Meus olhos sem força estão<br />velando e rogando áqueles<br />que não se levantarão...<br /><br />Tu és a folha de outono<br />voante pelo jardim.<br />Deixo-te a minha saudade<br />- a melhor parte de mim.<br />Certa de que tudo é vão.<br />Que tudo é menos que o vento,<br />menos que as folhas do chão...<br /><br /><i>Cecília Meireles </i><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-4931676282738705291?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com2tag:blogger.com,1999:blog-2093459294076506141.post-33500371632671199942011-12-07T23:35:00.000Z2011-12-13T23:40:31.486Z<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-8MYvtyv_Chk/TufhqL0DW6I/AAAAAAAABUI/EPdDo0SBWao/s1600/cherub.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-8MYvtyv_Chk/TufhqL0DW6I/AAAAAAAABUI/EPdDo0SBWao/s1600/cherub.png" /></a></div><br /><br />&nbsp;Alunos do 7º ano participaram no Concurso Cherub, promovidos pela Porto Editora, em articulação com a disciplina de Língua Portuguesa.<br /><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-xsj7dabdf2Q/TufiIZVEawI/AAAAAAAABUQ/foTXVo6xF9E/s1600/2011-12-07+14.26.36.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-xsj7dabdf2Q/TufiIZVEawI/AAAAAAAABUQ/foTXVo6xF9E/s320/2011-12-07+14.26.36.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-W5Bx6mw6gG8/TufiJ0v12hI/AAAAAAAABUY/pfLQhOMtDWg/s1600/2011-12-07+14.25.44.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-W5Bx6mw6gG8/TufiJ0v12hI/AAAAAAAABUY/pfLQhOMtDWg/s320/2011-12-07+14.25.44.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-2RCf9DA9pPo/TufiLySbq5I/AAAAAAAABUg/9y3J-zsDPMs/s1600/2011-12-07+14.25.56.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-2RCf9DA9pPo/TufiLySbq5I/AAAAAAAABUg/9y3J-zsDPMs/s320/2011-12-07+14.25.56.jpg" width="320" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-3350037163267119994?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-26680391838856163752011-12-07T09:24:00.001Z2011-12-07T09:25:06.141Z<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/ilfCeRVKMgE?rel=0" width="420"></iframe><br />As bibliotecas escolares e públicas de Portugal analisadas a partir dos dados da Pordata.<br />Programa Nós Portugueses - Canal RTP (Telejornal de 28/11/2011). Apresentação: Alberta Marques Fernandes<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-2668039183885616375?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com1tag:blogger.com,1999:blog-2093459294076506141.post-36679753027563247812011-11-29T16:45:00.001Z2011-11-29T17:13:51.875Z<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-D5FkHVrf4L8/TtUJjhs_-LI/AAAAAAAABQs/6fwS2Ic-4Q0/s1600/DSC05899.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://1.bp.blogspot.com/-D5FkHVrf4L8/TtUJjhs_-LI/AAAAAAAABQs/6fwS2Ic-4Q0/s1600/DSC05899.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://1.bp.blogspot.com/-D5FkHVrf4L8/TtUJjhs_-LI/AAAAAAAABQs/6fwS2Ic-4Q0/s1600/DSC05899.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="255" src="http://1.bp.blogspot.com/-D5FkHVrf4L8/TtUJjhs_-LI/AAAAAAAABQs/6fwS2Ic-4Q0/s320/DSC05899.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-XJaVlwMvneU/TtUJwluN1pI/AAAAAAAABQ0/vEB3_AH5wSM/s1600/1+Dezembro.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="226" src="http://4.bp.blogspot.com/-XJaVlwMvneU/TtUJwluN1pI/AAAAAAAABQ0/vEB3_AH5wSM/s320/1+Dezembro.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-ZmNgOkjDWTE/TtUJ_a6fVPI/AAAAAAAABQ8/Qp1qIOm4Lsw/s1600/solucoes.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-ZmNgOkjDWTE/TtUJ_a6fVPI/AAAAAAAABQ8/Qp1qIOm4Lsw/s320/solucoes.jpg" width="226" /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-3667975302756324781?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-27306737333235504162011-11-24T17:34:00.011Z2012-01-13T19:25:01.821Z<u><b>Obras existentes na Biblioteca</b></u><br /><br />Material livro (clique para visualizar todas as obras):<br /><br /><table style="width: 194px;"><tbody><tr align="center"><td style="background: url(&quot;https://picasaweb.google.com/s/c/transparent_album_background.gif&quot;) no-repeat scroll left center transparent; height: 194px;"><a href="https://picasaweb.google.com/beofrades/61388?authuser=0&amp;authkey=Gv1sRgCIDxxfS6_fi8aw&amp;feat=embedwebsite"><img height="160" src="https://lh4.googleusercontent.com/-qBZ_NVpXJvI/TszFNMegL8E/AAAAAAAABTM/fteKosxRnkk/s160-c/61388.jpg" style="margin: 1px 0pt 0pt 4px;" width="160" /></a></td></tr><tr><td style="font-family: arial,sans-serif; font-size: 11px; text-align: center;"><a href="https://picasaweb.google.com/beofrades/61388?authuser=0&amp;authkey=Gv1sRgCIDxxfS6_fi8aw&amp;feat=embedwebsite" style="color: #4d4d4d; font-weight: bold; text-decoration: none;">613.88</a></td></tr></tbody></table><br />Vídeos (em formato DVD):<br /><table style="width: 194px;"><tbody><tr><td align="center" style="background: url(https://picasaweb.google.com/s/c/transparent_album_background.gif) no-repeat left; height: 194px;"><br /><a href="https://picasaweb.google.com/beofrades/76761388?authuser=0&amp;feat=embedwebsite"><img height="160" src="https://lh5.googleusercontent.com/-sCnDv20mEH0/TxAdm9WaMVE/AAAAAAAABc4/lFemN_lmgaA/s160-c/76761388.jpg" style="margin: 1px 0pt 0pt 4px;" width="160" /></a></td></tr><tr><td style="font-family: arial,sans-serif; font-size: 11px; text-align: center;"><a href="https://picasaweb.google.com/beofrades/76761388?authuser=0&amp;feat=embedwebsite" style="color: #4d4d4d; font-weight: bold; text-decoration: none;">767:613.88</a></td></tr></tbody></table><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-2730673733323550416?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-3355769434512465552011-11-21T11:48:00.006Z2011-11-22T09:56:32.333Z<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; margin-bottom: 11.25pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; text-align: left;"><b><span style="color: navy; font-family: Helvetica,sans-serif; font-size: 18pt;">VAMOS PARTICIPAR ?!?!?!</span></b><span style="font-family: Helvetica,sans-serif; font-size: 9pt;"><o:p></o:p></span></div><div class="separator" style="clear: both; text-align: left;"><a href="http://4.bp.blogspot.com/-9MFlWv20iHQ/Tso6S59GqkI/AAAAAAAABNQ/bfgMBMFKeVE/s1600/rolhas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="141" src="http://4.bp.blogspot.com/-9MFlWv20iHQ/Tso6S59GqkI/AAAAAAAABNQ/bfgMBMFKeVE/s200/rolhas.jpg" width="200" /></a></div><div style="background: white; line-height: 12.0pt; margin-bottom: 11.25pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; text-align: justify;"><span style="font-family: Helvetica,sans-serif;"> </span><br /><span style="font-family: Helvetica,sans-serif;">Para celebrar o Ano Internacional das Florestas, o hipermercado Continente lançou um novo desafio às escolas, um concurso de defesa do ambiente através da recolha de rolhas de cortiça para reciclagem. As escolas que mais rolhas juntarem ganham prémios e o valor angariado permitirá à Quercus realizar ações de reflorestação, através do projecto</span><span class="apple-converted-space"><span style="font-family: Helvetica,sans-serif;">&nbsp;</span></span><span style="font-family: Helvetica,sans-serif;"><a href="http://www.greencork.org/index8.php?idlink=6&amp;idbanner=6&amp;idlingua=1&amp;abriu=sim&amp;idcontador=13883" target="_self"><span style="color: #153b94;">Green Cork</span></a>.</span><br /><span class="Apple-style-span" style="font-family: Helvetica,sans-serif;"><br /></span><br /><span class="Apple-style-span" style="font-family: Helvetica,sans-serif;"> </span></div><div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; margin-bottom: 11.25pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; text-align: left;"><br /><b><span style="font-family: Helvetica,sans-serif; font-size: 18pt;">A nossa escola já se inscreveu neste projecto!<o:p></o:p></span></b></div><div style="background: white; line-height: 12.0pt; margin-bottom: 11.25pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; text-align: justify;"><br /><a name='more'></a></div><div style="background: white; line-height: 12.0pt; margin-bottom: 11.25pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; text-align: justify;"><span style="font-family: Helvetica,sans-serif;">A forma de participação é muito simples! A escola deverá recolher o máximo possível de rolhas de cortiça, colocá-las em sacos de plástico do Continente e entregá-las na loja de Viseu até <b>dia 21 de Março de 2012</b>. Por cada saco cheio de rolhas entregue a escola recebe um vale. As escolas com mais vales ganham prémios.<o:p></o:p></span><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-DUw6x3drtl8/Tso7DwrN89I/AAAAAAAABNY/TNSe5zCtmtQ/s1600/saco.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-DUw6x3drtl8/Tso7DwrN89I/AAAAAAAABNY/TNSe5zCtmtQ/s1600/saco.jpg" /></a></div><span style="font-family: Helvetica,sans-serif;"><br /></span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-335576943451246555?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-20145783517071609882011-11-17T09:39:00.001Z2011-11-17T09:40:41.105Z<img alt="" height="287" src="http://aeof.pt/images/stories/biblioteca/2011_2012/cnl2011.JPG" width="344" /><br /><br /><br />As inscrições poderão ser efetuadas, junto do professor de Língua Portuguesa até ao dia <b>18 de Novembro de 2011</b>.<br /><br /><a href="http://aeof.pt/images/stories/biblioteca/2011_2012/6_edicao_do_concurso_nacional_de_leitura.docx.pdf">Regulamento</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-2014578351707160988?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-67813400377494732702011-11-11T13:37:00.005Z2011-11-11T23:57:32.856Z<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-HeMcDnYijTw/Tr21E8-BDzI/AAAAAAAABMo/vhQ3l4eLsAc/s1600/s_martinho.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="220" src="http://4.bp.blogspot.com/-HeMcDnYijTw/Tr21E8-BDzI/AAAAAAAABMo/vhQ3l4eLsAc/s320/s_martinho.JPG" width="320" /></a></div><br /><br /><div class="MsoNormal"><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Na semana em que se&nbsp; celebra o Dia de S. Martinho (11 de Novembro) a Biblioteca promoveu e propôs aos alunos atividades relacionadas com esta temática e com o Outono (Sala G1).</div><embed flashvars="host=picasaweb.google.com&amp;hl=pt_PT&amp;feat=flashalbum&amp;RGB=0xFFFAFA&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Fbeofrades%2Falbumid%2F5673714584920720321%3Falt%3Drss%26kind%3Dphoto%26hl%3Dpt_PT" height="192" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="288"></embed><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-FDdHgonBZeg/Tr0THN9m4KI/AAAAAAAABJ4/gjzWUj7va7o/s1600/DSC03354.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-6781340037749473270?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com4tag:blogger.com,1999:blog-2093459294076506141.post-63286349560739593452011-11-03T10:39:00.001Z2011-11-03T10:45:44.750Z<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-aqg5-jTk8xc/TrJvFUxuA6I/AAAAAAAABJA/MqfMUsYsMe8/s1600/bang%2521.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="http://2.bp.blogspot.com/-aqg5-jTk8xc/TrJvFUxuA6I/AAAAAAAABJA/MqfMUsYsMe8/s320/bang%2521.JPG" width="320" /></a></div><br />eBOOKs GRÁTIS! 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width="90"><a class="imageLink" href="http://www.saidadeemergencia.com/index.php?page=Books.BookView&amp;book_id=647&amp;genre=29" id="ctl0_Main_BookList_DataList_ctl3_BookImageLink"> <img alt="" height="132" src="http://www.saidadeemergencia.com/uploads/thumbs/b324560265e5176aa3b85317258f64e8.jpg" style="border-width: 0px;" width="90" /> </a> </td> <td valign="top"><h1 style="font-weight: normal;"><span style="font-size: x-small;"><a href="http://www.saidadeemergencia.com/index.php?page=Books.BookView&amp;book_id=647&amp;genre=29" id="ctl0_Main_BookList_DataList_ctl3_BookTitleLink">Revista Bang! nº1 [ebook]</a></span></h1><span style="font-size: x-small;"><br /></span> </td></tr></tbody></table></td></tr><tr><td valign="top"><table cellspacing="6px" style="width: 350px;"><tbody><tr><td valign="top" width="90"><a class="imageLink" href="http://www.saidadeemergencia.com/index.php?page=Books.BookView&amp;book_id=646&amp;genre=29" id="ctl0_Main_BookList_DataList_ctl4_BookImageLink"> <img alt="" height="132" src="http://www.saidadeemergencia.com/uploads/thumbs/93dbd7febbf90626b24538c63b959195.jpg" style="border-width: 0px;" width="90" /> </a> </td> <td valign="top"><h1 style="font-weight: normal;"><span style="font-size: x-small;"><a href="http://www.saidadeemergencia.com/index.php?page=Books.BookView&amp;book_id=646&amp;genre=29" id="ctl0_Main_BookList_DataList_ctl4_BookTitleLink">Revista Bang! nº0 [ebook]</a></span></h1><h2><br /></h2><br /><br /><br /></td></tr></tbody></table></td></tr></tbody></table></div><br />Disponibilizada por:<br /><br /><img alt="" src="data:image/png;base64,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" /><br />http://www.saidadeemergencia.com<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-6328634956073959345?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-91871746996834792822011-10-24T16:56:00.005+01:002011-10-27T16:25:00.845+01:00<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-kDZ8ptcJNgg/Ss3Xw7rMCrI/AAAAAAAAAOc/qn0_psOC69A/s1600/ISLMonthSmall.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-kDZ8ptcJNgg/Ss3Xw7rMCrI/AAAAAAAAAOc/qn0_psOC69A/s1600/ISLMonthSmall.jpg" /></a></div><embed flashvars="host=picasaweb.google.com&amp;hl=pt_PT&amp;feat=flashalbum&amp;RGB=0xFFFAFA&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Fbeofrades%2Falbumid%2F5667087128784710833%3Falt%3Drss%26kind%3Dphoto%26hl%3Dpt_PT" height="192" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="288"></embed><br />A partir de hoje, 24 de Outubro de 2011, entra em funcionamento o espaço de Biblioteca a funcionar na sala G1, dirigido essencialmente aos alunos dos 5º, 6º e 7º anos. Este espaço oferece duas zonas distintas: zona de Leitura Informal e zona de Consulta / Estudo / Audiovisual. A Biblioteca G1 encontra-se aberta de 2ª a 6ª, das 10.00h às 14.00h.</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-9187174699683479282?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-29790408321590124662011-10-20T10:10:00.003+01:002011-10-20T10:13:11.991+01:00<a href="http://www.schools.com/visuals/digital-learning-final-chapter-for-textbooks.html?WT.qs_osrc=gensynd-txtbook" rel="nofollow"><img alt="Digital devices to replace textbooks" border="0" height="640" src="http://www.schools.com/imagesvr_ce/8736/digital-textbooks.gif" width="176" /></a><br />Courtesy of: <a href="http://www.schools.com/?WT.qs_osrc=gensynd-txtbook">Schools.com</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-2979040832159012466?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-53920384213328194992011-10-12T09:37:00.007+01:002012-01-13T19:21:42.346ZAlguns recursos educativos sobre a temática da <b>alimentação</b> (16 de Outubro - Dia Mundial da Alimentação)<br /><br /><u><b>Obras existentes na Biblioteca</b></u><br /><br />Material livro (Clique para visualizar todas as obras):<br /><table style="width: 194px;"><tbody><tr><td align="center" style="background: url(https://picasaweb.google.com/s/c/transparent_album_background.gif) no-repeat left; height: 194px;"><a href="https://picasaweb.google.com/beofrades/6123?authuser=0&amp;authkey=Gv1sRgCMz8yofC2vnIfw&amp;feat=embedwebsite"><img height="160" src="https://lh3.googleusercontent.com/-C9ry3GgHQK0/TpVOwb8tGGE/AAAAAAAABBY/2QoEAdz7M0Y/s160-c/6123.jpg" style="margin: 1px 0 0 4px;" width="160" /></a></td></tr><tr><td style="font-family: arial,sans-serif; font-size: 11px; text-align: center;"><a href="https://picasaweb.google.com/beofrades/6123?authuser=0&amp;authkey=Gv1sRgCMz8yofC2vnIfw&amp;feat=embedwebsite" style="color: #4d4d4d; font-weight: bold; text-decoration: none;">612.3</a></td></tr></tbody></table><br />Vídeos (convertidos p/ DVD):<br /><br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <img border="0" height="125px" src="http://www.flaminia.pt/Fla/ElemGraf/Capas10/Capa_Monica.jpg" width="105px" />(Ver informação sobre esta animação <a href="http://www.flaminia.pt/Fla/Grupos/prev.html">aqui</a>).<br /><br /><a name='more'></a><br /><u><b>Livros digitais disponíveis na Internet</b></u><br /><br /><div><h3 style="margin: 3px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.authorstream.com/Presentation/analuisabeirao-1210241-o-nabo-gigante/" style="font: 18px ,arial;" target="_blank">O nabo gigante</a></h3><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" height="354" id="player1210241" width="425"><param name="movie" value="http://www.authorstream.com/player.swf?p=1210241_634531718486611250&pt=3" /><param name="allowfullscreen" value="true" /><param name="allowScriptAccess" value="always"/><embed src="http://www.authorstream.com/player.swf?p=1210241_634531718486611250&pt=3" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" name="player1210241" height="354"></embed></object><br /><div style="font-size-adjust: none; font-stretch: normal; font: 11px arial;"></div><br /><div><h3 style="margin: 3px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">&nbsp;</h3><h3 style="margin: 3px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.authorstream.com/Presentation/analuisabeirao-1209164-o-caldo-de-pedra/" style="font: 18px ,arial;" target="_blank">O Caldo de Pedra</a></h3><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" height="354" id="player1209164" width="425"><param name="movie" value="http://www.authorstream.com/player.swf?p=1209164_634530709286611250&pt=3" /><param name="allowfullscreen" value="true" /><param name="allowScriptAccess" value="always"/><embed src="http://www.authorstream.com/player.swf?p=1209164_634530709286611250&pt=3" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" name="player1209164" height="354"></embed></object><br /><div style="font-size-adjust: none; font-stretch: normal; font: 11px arial;"></div><br /><div><h3 style="margin: 3px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">&nbsp;</h3><h3 style="margin: 3px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.authorstream.com/Presentation/aSGuest67809-531198-a-sopa-verde/" style="font: 18px ,arial;" target="_blank">A Sopa Verde</a></h3><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" height="354" id="player531198" width="425"><param name="movie" value="http://www.authorstream.com/player.swf?p=531198_634204913966442500&pt=2" /><param name="allowfullscreen" value="true" /><param name="allowScriptAccess" value="always"/><embed src="http://www.authorstream.com/player.swf?p=531198_634204913966442500&pt=2" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" name="player531198" height="354"></embed></object><br /><br /><br /><div style="font-size-adjust: none; font-stretch: normal; font: 11px arial;"></div></div><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/iSnVAOfyEgY" width="560"></iframe></div></div><div><h3 style="margin: 3px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">&nbsp;</h3><h3 style="margin: 3px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><a href="http://www.authorstream.com/Presentation/analuisabeirao-1209167-a-alimenta-o/" style="font: 18px ,arial;" target="_blank">A Alimentação</a></h3><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" height="354" id="player1209167" width="425"><param name="movie" value="http://www.authorstream.com/player.swf?p=1209167_634530711086611250&pt=3" /><param name="allowfullscreen" value="true" /><param name="allowScriptAccess" value="always"/><embed src="http://www.authorstream.com/player.swf?p=1209167_634530711086611250&pt=3" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" name="player1209167" height="354"></embed></object><br /><div style="font-size-adjust: none; font-stretch: normal; font: 11px arial;"></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2093459294076506141-5392038421332819499?l=aprendernabiblioteca.blogspot.com' alt='' /></div>BE/CRE Agupamento de Escolas de Oliveira de Fradeshttp://www.blogger.com/profile/11038391766750040782noreply@blogger.com0tag:blogger.com,1999:blog-2093459294076506141.post-67363197826481508032011-10-11T23:30:00.006+01:002011-10-13T10:59:07.524+01:00<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><img border="0" height="400" src="http://4.bp.blogspot.com/-iaLrsO94cGA/TpTAqAyNuvI/AAAAAAAAA_E/tXCE0JpOe80/s400/DSC05794.jpg" style="margin-left: auto; margin-right: auto;" width="265" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Fonte: <i>Os postais da Primeira República</i>, de António Ventura</td></tr></tbody></table><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"></div><div class="separator" style="clear: both; text-align: left;">A Biblioteca e os docentes dos grupos de História e Geografia de Portugal e de História celebraram o 5 de Outubro através da exposição de&nbsp; um painel com a reprodução de postais dos primeiros anos da República.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"></div><div class="separator" style="clear: both; text-align: left;"></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><img alt="" height="320" 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