tag:blogger.com,1999:blog-53464479368728348572024-03-05T21:45:55.689-08:00ESCOLA RAIMUNDO RIBEIRO DE SOUZAUnknownnoreply@blogger.comBlogger46125tag:blogger.com,1999:blog-5346447936872834857.post-67711758317416293482013-05-13T12:10:00.000-07:002013-05-13T12:10:16.573-07:00Inscrições ENEM<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivDl1Ko_qJ9CJKJwUokBNoNuk9arRQmW29OVm7A6Lm5gLxNK7qQVjm02zKoKhRUqgSj03t-aLLTfjfQ7V4N2xle1jFtW85K2UNp_4WF1V50kR8w6HHhRti2Xj_jkIs6RHUoniZtnhE1kU/s1600/enem+2013.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivDl1Ko_qJ9CJKJwUokBNoNuk9arRQmW29OVm7A6Lm5gLxNK7qQVjm02zKoKhRUqgSj03t-aLLTfjfQ7V4N2xle1jFtW85K2UNp_4WF1V50kR8w6HHhRti2Xj_jkIs6RHUoniZtnhE1kU/s1600/enem+2013.jpg" /></a><br />
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<span style="font-size: small;">As <b>inscrições</b> para a edição de <b>2013 </b>do Exame Nacional do Ensino Médio (Enem) foram abertas nesta segunda-feira (13).</span></div>
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<span style="font-size: small;"> <b>PERÍODO DE INSCRIÇÕES</b></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">O período de inscrições vai dos dias <b>13 a 27 de Maio</b>,</span><span style="font-family: Arial,Helvetica,sans-serif;"> e os candidatos terão até o dia 29 de maio para pagarem a <b>taxa de
inscrição</b>, que foi mantida <b>no valor de R$ 35.</b> Estudantes de <b>escolas
públicas </b>ou que sejam de famílias com renda per capita de até um
salário-mínimo e <b>meio não precisam pagar a taxa.</b></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>DATA DAS PROVAS </b></span></span></div>
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Segundo o Ministro da Educação, <b>as </b><b>provas serão realizadas nos dias 26 e 27 de Outubro</b>. Os portões serão abertos às 12h (horário de Brasília). O ministério espera que o número de inscritos passe de 6 milhões.<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b> </b></span></span></div>
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<span style="font-size: small;">O exame do <b>Enem 2013 </b>continuará com
180 questões de múltipla escolha e uma redação. Assim como nas edições
passadas do Enem há prova de língua estrangeira: inglês ou espanhol. </span></div>
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<span style="font-size: small;">A prova do <b>Enem 2013</b> terá
cinco notas, uma para cada área de conhecimento avaliada: Ciências da
Natureza, Ciências Humanas, Linguagens e Matemática, mais a média da
redação.</span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>PARA FAZER A INSCRIÇÃO </b></span></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Para fazer sua inscrição acesse<b>: <a href="http://www.enem.inep.gov.br/">http://www.enem.inep.gov.br/</a></b></span></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-39826704738360032042013-05-06T10:33:00.000-07:002013-05-06T10:44:33.736-07:00RIBEIRO DE SOUZA 35 ANOS: HISTÓRIA VIVA <style type="text/css">p { margin-bottom: 0.21cm; }</style><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuN1-RIH2aBom1oMiaX4ZSp1fGbUs117BddobjiJAgZcTNEeU_BMVUeTHkTYNU0JSnzGbBQr0cbbOvYBDNzPoSRhz26Fu7eSm48fA1BHOS-gK3c2I4JThnQbXOGDCdeFLW2-DYYIh3XzE/s1600/Escudo+Ribeiro.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuN1-RIH2aBom1oMiaX4ZSp1fGbUs117BddobjiJAgZcTNEeU_BMVUeTHkTYNU0JSnzGbBQr0cbbOvYBDNzPoSRhz26Fu7eSm48fA1BHOS-gK3c2I4JThnQbXOGDCdeFLW2-DYYIh3XzE/s200/Escudo+Ribeiro.png" width="199" /></a></div>
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<span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>Quer
participar de um grande projeto da Escola Raimundo Rib<span style="background-color: blue;"></span>eiro? </b></span></span>
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<span style="font-family: Arial, serif;"><span style="font-size: medium;">Este ano de 2013 a nossa
Escola faz 35 anos. Em homenagem ao seu aniversário e para valorizar
a memória coletiva de nossa escola, de cada pessoa que por aqui
passou ou que com ela ainda contribui, os professores da Sala de
Informática Educativa tiveram a ideia de construir o projeto
intitulado “</span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>Ribeiro
de Souza 35 anos: História Viva</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;">”.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXPWmcxHu-KyyONOhmIHhM96_HQb7N-MtvYyfKHrGDQTc9t2cohc5lBjTu5KKeSP0maxNnCaJHhiiu9hQ5nWRlIHny6R1oDHTT4zVSgelDYblXr4XPVyjbOu2rFU8AXKwmus1lumkZC_w/s1600/Pelicula.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXPWmcxHu-KyyONOhmIHhM96_HQb7N-MtvYyfKHrGDQTc9t2cohc5lBjTu5KKeSP0maxNnCaJHhiiu9hQ5nWRlIHny6R1oDHTT4zVSgelDYblXr4XPVyjbOu2rFU8AXKwmus1lumkZC_w/s200/Pelicula.jpg" width="200" /></a></div>
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<span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>O
que será criado com este projeto? </b></span></span>
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<span style="font-family: Arial, serif;"><span style="font-size: medium;">O projeto visa a produção de
um </span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>vídeo-documentário
sobre a história da Escola Raimundo Ribeiro de Souza</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;">,
com aproximadamente 10 capítulos e 40 minutos. Além disso, todo o
material pesquisado que não servir para o vídeo constituirá outras
tecnologias como: painéis de fotografias, banco de entrevistas,
acervo de documentação institucional-histórica, entre outros.</span></span><br />
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<span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>Como
contribuir com a realização do projeto?</b></span></span></div>
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<span style="font-family: Arial, serif;"><span style="font-size: medium;">Você aluno pode contribuir
como </span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>membro
da equipe ou colaborador eventual</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;">.
Sendo membro da equipe você poderá, por exemplo, realizar
entrevistas com ex-alunos e ex-professores, fotografar e filmar os
eventos da escola neste ano. Poderá também como colaborador
eventual indicar pessoas a ser entrevistadas, trazer fotografias
antigas da escola e de seus eventos, buscar documentos, além é
claro de contribuir com outras ideias e informações.</span></span><br />
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<span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>Como
faço para participar?</b></span></span></div>
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<span style="font-family: Arial, serif;"><span style="font-size: medium;">Procure os professores da sala
de informática </span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;"><b>até
o dia 15 de Maio/2013</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: medium;">,
nos turnos manhã, tarde ou noite, e inscreva-se como membro da
equipe ou colaborador eventual. Mas atenção que haverá critérios
para participação como a disponibilidade, o compromisso, a
dedicação e a responsabilidade. </span></span><br />
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<span style="font-family: Arial, serif;"><span style="font-size: medium;"><br /></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-58805400821131305012013-05-02T10:39:00.001-07:002013-05-02T11:50:14.511-07:00CONCURSO ECOVÍDEOS - 5ª SEMANA DO MEIO AMBIENTE<div style="text-align: right;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8qrN3WI0i8RlBqvJMz8UC_CrRBq-cAUv4DzSqWax_yKLV7xqxpj1ra4_bq6jsAk7fH8TUnWrLtghun9eB_Tc14mV7gxRhTebl2LGDlD8sY7zNXII6Vd3qiiXh8G8-POuRvxGLm9t9S28/s1600/modelo-title.concurso+_copy.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8qrN3WI0i8RlBqvJMz8UC_CrRBq-cAUv4DzSqWax_yKLV7xqxpj1ra4_bq6jsAk7fH8TUnWrLtghun9eB_Tc14mV7gxRhTebl2LGDlD8sY7zNXII6Vd3qiiXh8G8-POuRvxGLm9t9S28/s1600/modelo-title.concurso+_copy.jpg" /></a><br />
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<span style="font-size: large;"><b>Quer participar do Concurso?</b></span></div>
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Elabore um projeto a partir da pergunta "<b>Como transformar sua
escola em um espaço sustentável</b>?" A sua proposta de ação a partir desse
tema deverá contemplar o meio ambiente escolar e a comunidade local,
identificando problemas socioambientais e propondo soluções.</div>
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O objetivo do seu vídeo deve ser mobilizar a comunidade escolar para a
realização do projeto na busca de tornar a sua escola em um espaço
verdadeiramente sustentável. Além do mais, o seu vídeo pode fazer parte
da preparação da sua escola para a <b>IV Conferência Nacional Infanto
Juvenil pelo Meio Ambiente</b> </div>
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Saiba mais em: http://tvescola.mec.gov.br/</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-52606356720336935602013-04-12T11:34:00.004-07:002013-04-12T11:34:47.722-07:00Isenção da Taxa de Inscrição - UEPA <h2 style="cursor: n-resize; font-size: 24px;">
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<a href="http://www.uepa.br/portal/intranet/includes/fotosnoticia/Processo-Seletivo2014.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="imagem_ler_detalhe" height="148" src="http://www.uepa.br/portal/intranet/includes/fotosnoticia/Processo-Seletivo2014.jpg" width="198" /></a><br />
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A Universidade do Estado do Pará <strong><span style="font-size: large;">(UEPA</span></strong>) recebe no período de <strong><span style="font-size: large;">17 de abril a 8 de maio</span></strong>, os pedidos de isenção da taxa de inscrição para os Processos Seletivos 2014, nas modalidades Prise e Prosel. O edital que vai reger a seleção foi publicado nesta sexta-feira, dia 12. Serão ofertadas 14.179 mil isenções. Destas, dos quais 7.628 são integrais e 6.628 parciais. </div>
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Para o <strong><span style="font-size: large;">Prosel</span></strong>, quando os candidatos realizam todas as etapas do certame em um único ano, serão destinadas 9.923 isenções (sendo 5.667 integrais e 4.256 parciais). Os candidatos beneficiados pela isenção parcial pagarão o valor de R$30 no ato da inscrição. </div>
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Já para o<strong><span style="font-size: large;"> Prise</span></strong>, que avalia os candidatos anualmente de acordo com a série que estejam cursando no Ensino Médio, serão ofertadas 4.256 isenções, divididas igualmente entre integrais e parciais. Para esta última deverá ser pago o valor de R$ 17,50 pela inscrição.</div>
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Podem solicitar a isenção, os candidatos da comunidade que realizaram ou que vem realizando todo o Ensino Médio em escola pública ou como bolsista integral em escola particular; os servidores da Uepa e do Instituto Estadual Carlos Gomes (IECG) e seus dependentes legais; e as pessoas com deficiência, nos termos da Lei nº 6.988, de 2 de julho de 2007.</div>
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<strong>Para fazer o pedido</strong>, o candidato deverá acessar o endereço eletrônico <a href="http://www.uepa.br/" target="_blank">http://www.uepa.br</a> ou <a href="http://www.prodepa.psi.br/uepa" target="_blank">http://www.prodepa.psi.br/uepa</a><wbr></wbr>, optar pelo link Comunidade, Servidor (somente para servidores da UEPA ou FCG e seus dependentes) ou Pessoas com deficiência, dentro do prazo previsto e executar a sequencia de procedimentos descritos.</div>
Após preencher o formulário, o candidato deve imprimi-lo e entregá-lo acompanhado das fotocópias dos documentos comprobatórios previstos no edital, no período de 17 de abril a 10 de maio de 2013, no horário de 8 às 14 horas.<br />
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Mais informações poderão ser obtidas por meio do fone: <a href="tel:%2891%29%203299-2216" target="_blank" value="+19132992216">(91) 3299-2216</a> ou e-mail: <a href="mailto:daa@uepa.br" target="_blank">daa@uepa.br</a>. O edital, na íntegra, está disponível no site <a href="http://www.uepa.br/" target="_blank">www.uepa.br</a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-82935307113416566002013-04-12T11:15:00.004-07:002013-04-12T11:15:55.776-07:00Proposta de Criação da Universidade do Sul e Sudeste do Pará<h2 class="ttl-main" itemprop="name" style="text-align: justify;">
Câmara aprova criação da Universidade Federal do Sul e Sudeste do Pará</h2>
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<span style="font-size: x-small;">Cálculos do MEC estimam em R$ 41,2 milhões as despesas com a nova universidade em 2013</span></h2>
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A Comissão de Constituição e Justiça da Câmara dos Deputados aprovou nesta quarta-feira a proposta que cria a <strong>Universidade Federal do Sul e Sudeste do Pará (Unifesspa).</strong> A nova instituição será resultado do desmembramento do campus de Marabá da Universidade Federal do Pará (UFPA). O projeto seguirá agora para o Senado, a menos que haja recurso para sua análise pelo plenário.</div>
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A nova estrutura será integrada por campus a serem criados em Rondon do Pará, Santana do Araguaia, São Félix do Xingu e Xinguara. Cálculos do Ministério da Educação (MEC) estimam as despesas com a Unisfesspa em R$ 41,2 milhões em 2013. Até 2017, quanto está prevista a contratação completa de pessoal para a instituição, a expectativa é de R$ 260,6 milhões.</div>
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Veja mais: <a href="http://noticias.terra.com.br/educacao/camara-aprova-criacao-da-universidade-federal-do-sul-e-sudeste-do-para,cb5fa7bd955fd310VgnVCM20000099cceb0aRCRD.html">http://noticias.terra.com.br/educacao/camara-aprova-criacao-da-universidade-federal-do-sul-e-sudeste-do-para,cb5fa7bd955fd310VgnVCM20000099cceb0aRCRD.html</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-50034390875342286432013-04-04T12:16:00.000-07:002013-04-12T11:20:17.010-07:00Experiências no Laboratório de Quimica e Fisica<br />
Com o advento da<strong> I Feira Científica e Cultural</strong> da nossa Escola, ocorrida ano passado (23/11), pode-se demonstrar a riqueza das <strong>experiências e produções dos alunos nas áreas de química e física. </strong><br />
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Você poderá assistir vídeos de algumas destas produções clicando nos links abaixo:<br />
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<strong><span style="color: blue;">1. Produção de Sabão Líquido</span></strong><br />
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<a href="http://www.youtube.com/watch?v=MsZeLTIyxRc">http://www.youtube.com/watch?v=MsZeLTIyxRc</a><br />
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<span style="color: blue;"><strong>2. Desinfetante</strong></span><br />
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<a href="http://www.youtube.com/watch?v=D_b12GpFSLA">http://www.youtube.com/watch?v=D_b12GpFSLA</a><br />
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Os links são do canal ENGENHATUBE que é um projeto de extensão que visa a produção e compartilhamento de mídias audiovisuais, elaboradas por alunos dos cursos de engenharia da UFPA - Campus Tucuruí, buscando contribuir para a formação de alunos de nível técnico-profissionalizante e médio nas áreas engenharia, física, química e matemática.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-61267964410606742372013-04-03T10:41:00.001-07:002013-04-03T10:54:41.434-07:00Inscrições abertas para a Olimpíada Brasileira de Matemática (OBM)<h2 style="clear: left; float: left; height: 161px; margin-bottom: 1em; margin-right: 1em; width: 640px;">
<img align="center" alt="Revista Eureka" border="0" height="130" hspace="5" id="iimg_-1895214886" src="http://www.obm.org.br/export/sites/default/images/banner_obm_2013.jpg" width="330" /></h2>
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Estão abertas, até 30 de abril, as inscrições para a 35ª Olimpíada Brasileira de Matemática (OBM). A competição envolve a participação de professores e alunos das redes pública e particular de todo o país.</div>
As inscrições são gratuitas. <a href="http://www.obm.org.br/opencms/releases/Olimpiada-Brasileira-de-Matematica-abre-inscricoes.html"><b>Leia mais</b></a><br />
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<strong> Inscrições dos alunos</strong> Procure o professor de matemática responsável na nossa Escola ou a equipe pedagógica para a realizar sua inscrição.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-24526077102025242002013-04-01T07:48:00.000-07:002013-04-04T10:46:05.177-07:00Caminhada pelo Pacto Nacional da Educação<br />
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<a href="https://www.facebook.com/mrddanny" target="_blank">FOTOS DANNY SOUZA</a></div>
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<tr><td class="tr-caption" style="text-align: center;"><strong>Profª. Cecilia em entrevista para a TV Floresta</strong></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><strong>Local da Concentração</strong></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><strong>Participação da Escola Simão Jacinto dos Reis</strong></td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-3264335604110930042013-03-31T21:18:00.000-07:002013-03-31T21:18:28.723-07:00Alunos dos 3º ano vão ao cinema <div class="separator" style="clear: both; text-align: center;">
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Prof' Alcidela.</div>
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Prof' Chales e Alunas</div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-78410765454017204932013-03-31T21:09:00.000-07:002013-04-04T11:00:25.921-07:00EXPERIÊNCIAS DE BIOLOGIA - Prof. Roberto <div class="separator" style="clear: both; text-align: center;">
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Mirian, Yara e Mitilene com Experiencia: Água que muda de cor. </div>
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Prof' Roberto </div>
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Wallison, experiencia Vela na laranja.</div>
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Alunos 3º EG 03 </div>
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Elion e Jordan alunos 3º EG 03 Tarde</div>
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Alunas 3º 01 Tarde</div>
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Alunas 3º 01 Tarde</div>
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<br />Unknownnoreply@blogger.com0Tucuruí - PA, República Federativa do Brasil-3.7695276 -49.6741093-4.2765236 -50.319556299999995 -3.2625316 -49.0286623tag:blogger.com,1999:blog-5346447936872834857.post-85874309004962580222013-03-23T08:07:00.004-07:002013-03-23T08:07:52.727-07:00Aviso<br />
<div class="MsoNormal">
Atenção terça feira haverá aula normal para os turnos: Tarde
e noite!</div>
<div class="MsoNormal">
e pela manhã acontecerá a caminhada pelo pacto pela educação,
Com concentração no posto cidade luz as 8h, Com destino a escola, Participe.</div>
<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-53343376259293536972013-03-15T13:01:00.004-07:002013-03-15T13:02:50.410-07:00RESULTADO DA 1ª FASE DA SELEÇÃO JOVEN APRENDIZ DA ELETRONORTE EEEM-DEP. RAIMUNDO RIBEIRO DE SOUZA.<!--[if gte mso 9]><xml>
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<i><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">NOMES/NOTAS</span></b></i></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ALEXANDRE GONÇALVES CASTRO – 8,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ALINE LEAL DO NASCIMENTO – 8,0<span style="mso-spacerun: yes;"> </span></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ANDERSON SANTOS BRANDÃO – 9,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ANDRÉ ENIO PAIVA SOUTO – 8,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ARIELE FIEL DE ASSUNÇÃO – 8,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">CEZAR FELIPE DOS SANTOS PACHECO – 8,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">EVINNY ALVES – 8,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">FLÁVIO SANCHES FURTADO – 8,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">JHEMILLYN THAYNÁ FIGUEIREDO MENDES
COELHO – 8,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">INGRIDE MORAIS FILGUEIRA – 8,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">LUCAS SILVA SOUSA – 9,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">NAIRA CAROLINE OLIVEIRA DE SOUZA – 9,0
</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">PATRICK SILVA SOUZA – 8,5</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">RAISSA SOUZA COSTA – 9,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">RAIANE LISBOA ROCHA – 9,0</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ROBSON COSTA DO CARMO – 8,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">TALISSON SOUZA ALVES – 8,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">TIAGO COSTA DE SOUZA – 8,0</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">WRIEL LOPES MARTINS – 8,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ALAM CASSIO DA SILVA ABREU – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">DANIELA BRABO VANZELER– 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">CASSIO DE FREITAS FARIAS – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">EDIENE DA CRUZ CALDAS – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">DIEGO BORGES SOUZA– 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ERICK GARCIA DE OLIVEIRA – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">FABIANE ARAÚJO LEITÃO – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">ERICA MAYANE PEREIRA CASTRO – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">GUSTAVO MONTEIRO QUINTILIANO – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">HELSANI DE SOUZA DOS SANTOS – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">HERICLES ADRIANO DOS SANTOS SILVA– 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">JOSÉ DE SOUZA SANTOS NETO – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">LUIZ FERNANDO COSTA DE OLIVEIRA – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">NAÍNA JACIELE MORAES DOS SANTOS – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">RILDILENE GOMES PINTO – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">TAÍS DA SILVA SANTOS – 7,5</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">THAIS PEREIRA DE CARVALHO – 7,5</span></b></div>
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</span></span></b></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-30809771533054576132013-03-15T06:43:00.001-07:002013-03-15T06:51:14.848-07:00CRONOGRAMA DE AVALIAÇÃO- 1° BIMESTRE<div class="MsoNormal" style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiikqizZF67ByZg-AVGeeHZzrTMPUHk-z8AvC_ZLtDrFPRFxA2hIutgBWft-wWPBkpjrbJtclP-HN5PenXphbX_Fe9Pz6sEL9zv_WsRJvgSCbsT7WEmCqEMhfJD-UsAs3KTaOg9hM17S1E/s1600/PROVA_~1.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiikqizZF67ByZg-AVGeeHZzrTMPUHk-z8AvC_ZLtDrFPRFxA2hIutgBWft-wWPBkpjrbJtclP-HN5PenXphbX_Fe9Pz6sEL9zv_WsRJvgSCbsT7WEmCqEMhfJD-UsAs3KTaOg9hM17S1E/s200/PROVA_~1.JPG" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipgXjUL-Z5yo9iAzhN84Nq9d56P6K-K2wfWI_IE7JguFdGTrmEUBEfJaflCTY57gyiZMuaSLsGbpCXvb1PHLJxFDJQISEYXGXiqDdy18QyeAWtZfmCs24cyg8lA9RYc_D8u86JmzlkJVk/s1600/ATEN%C3%87A%C3%95.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipgXjUL-Z5yo9iAzhN84Nq9d56P6K-K2wfWI_IE7JguFdGTrmEUBEfJaflCTY57gyiZMuaSLsGbpCXvb1PHLJxFDJQISEYXGXiqDdy18QyeAWtZfmCs24cyg8lA9RYc_D8u86JmzlkJVk/s200/ATEN%C3%87A%C3%95.jpg" width="200" /></a><br />
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<h3>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-26932706314808466892013-03-15T03:50:00.002-07:002013-03-15T03:54:38.260-07:00PROJETO DO RIBEIRO DE SOUZA REPRESENTARÁ TUCURUÍ NA FEIRA DO LIVRO.<h2 style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwKa6OpxZwd3cu38WArHtL_F5gvt6K-zHZ6qPv_CkDQsFzJVKKqMoFCGqiTCN1T2GdU-owhlI503EI1DCm8QDJUwuuwBX3hbGEbDBz0UQkRFwlumpiINmpj9GjhwV5yMNs8cUiZ1oZaHA/s1600/foto+apresenta%C3%A7%C3%A3o+2.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwKa6OpxZwd3cu38WArHtL_F5gvt6K-zHZ6qPv_CkDQsFzJVKKqMoFCGqiTCN1T2GdU-owhlI503EI1DCm8QDJUwuuwBX3hbGEbDBz0UQkRFwlumpiINmpj9GjhwV5yMNs8cUiZ1oZaHA/s200/foto+apresenta%C3%A7%C3%A3o+2.JPG" width="200" /></a></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">O EEEM Ribeiro de Souza foi à
escola do sudeste paraense que teve um projeto selecionado para participar da Feira
do Livro (Feira PAN-AMAZÔNICA) que acontecerá em Belém, entre os dias 24/04 a
05/05 deste ano. O projeto selecionado chama-se “Café com Literatura, viaje nos
aromas e sabores dos livros”, que acontece nessa instituição de ensino desde o
ano de 2010 e visa aproximar os alunos da literatura e também de outras
manifestações artísticas como o teatro, a música e o sarau.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwHUYDDoP7sT4FT-DsEP67lkqqt7_LGPqVmQ6cmGmRcrauIiH3XF8hyphenhypheniL6JS7Bkwk7n3yNAtXEnVS-Ska84YO9P3X-t9V4tSGwtQaU6e8fWSW68x0wY3mUW3aZTtphX7H2HMz7gFyf8PE/s1600/foto+apresenta%C3%A7%C3%A3o.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwHUYDDoP7sT4FT-DsEP67lkqqt7_LGPqVmQ6cmGmRcrauIiH3XF8hyphenhypheniL6JS7Bkwk7n3yNAtXEnVS-Ska84YO9P3X-t9V4tSGwtQaU6e8fWSW68x0wY3mUW3aZTtphX7H2HMz7gFyf8PE/s320/foto+apresenta%C3%A7%C3%A3o.JPG" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrEw-qCyVcxdPFyygHb7nJABa3IcxCwJ6Jw_KNOgBFvv5EVbij-J4RI9TpvZEpwseBcH2jfx0StM3OR86FGen5nYHfvbuLt8ivXBjhOfKRkOI65cNnYCMLG1vA6G8xuKV-prfc-sSy2mA/s1600/2013-03-14+14.34.26.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrEw-qCyVcxdPFyygHb7nJABa3IcxCwJ6Jw_KNOgBFvv5EVbij-J4RI9TpvZEpwseBcH2jfx0StM3OR86FGen5nYHfvbuLt8ivXBjhOfKRkOI65cNnYCMLG1vA6G8xuKV-prfc-sSy2mA/s320/2013-03-14+14.34.26.jpg" width="320" /></a>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-5346447936872834857.post-46977564981123878682013-03-13T04:30:00.003-07:002013-03-13T04:32:49.798-07:00<br />
<h2 style="text-align: center;">
<b><span style="font-family: Arial, sans-serif;"><span style="color: red; font-size: x-large;">BRINCADEIRA
QUE NÃO TEM GRAÇA</span></span></b></h2>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br /></span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXwVOFIK40R3rLy1izxrwPL2VHRi8ScF1gX2sJN7HG_-BkVgGuv03CTAX84vzzeVRI9RQTtaHfMFMyPy-54vMEOSt2zVBM6zIQKJ4qTcI-Aw-Hz5VcPzxcdJE6ghZEJIqJeOFw4g5p4Tk/s1600/cHARGE.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXwVOFIK40R3rLy1izxrwPL2VHRi8ScF1gX2sJN7HG_-BkVgGuv03CTAX84vzzeVRI9RQTtaHfMFMyPy-54vMEOSt2zVBM6zIQKJ4qTcI-Aw-Hz5VcPzxcdJE6ghZEJIqJeOFw4g5p4Tk/s320/cHARGE.jpg" width="320" /></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Quem nunca foi zoado ou zoou alguém na escola?
Risadinhas, empurrões, fofocas, apelidos como “bola”, “rolha de poço”,
“quatro-olhos”. Todo mundo já testemunhou uma dessas “brincadeirinhas” ou foi
vítima delas. Mas esse comportamento, considerado normal por muitos pais,
alunos e até professores, está longe de ser inocente e não pode nem deve ser
encarado como brincadeira de criança. A Pesquisa Nacional da Saúde Escolar
(Pense), do Instituto Brasileiro de Geografia e Estatísticas (IBGE), comprova
esse panorama cada vez mais visível nas instituições de ensino de todo país.
Realizado em 2009, o estudo constatou que quase um terço dos alunos entrevistados
(30,8%) em 1.453 escolas públicas e privadas de todas as capitais brasileiras e
do Distrito Federal já foram vítimas de agressões na escola. Os dados colhidos
pela pesquisa mostram ainda que a ocorrência foi verificada em maior proporção
entre estudantes de escolas privadas (35,9%) e do sexo masculino (32,6%). Para
aumentar a gravidade do problema, a pesquisa aponta que muitas dessas vítimas
sofrem agressões repetidas vezes, o que pode ser configurado como uma forma de
perseguição.</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-73962565202409064682013-03-13T04:12:00.002-07:002013-03-13T04:14:14.876-07:00<div style="text-align: left;">
<b><span style="color: white; font-family: "Tahoma","sans-serif";"> </span></b></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><b><span style="color: white; font-family: "Tahoma","sans-serif";">REPORTAGEM: O Projeto sobre Machado de Assis JORNAL RIBEIRO NEWS<o:p></o:p></span></b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghKL_pZ3QyEfXfUF-4aoya0CraaUurGSWMnEQ1LxYFlprGa_G5YZSIak2QEkLXWbtrlPw-4P5MfCCTx3lx4xsoLR7vSOBy_qOUr52fQ0W35ath7H5f5eXD7PFTOM40mjsi7X6nC89TcJQ/s1600/machado+de+assis.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghKL_pZ3QyEfXfUF-4aoya0CraaUurGSWMnEQ1LxYFlprGa_G5YZSIak2QEkLXWbtrlPw-4P5MfCCTx3lx4xsoLR7vSOBy_qOUr52fQ0W35ath7H5f5eXD7PFTOM40mjsi7X6nC89TcJQ/s320/machado+de+assis.jpg" width="188" /></a><b><span style="color: white; font-family: "Tahoma","sans-serif";">REPORTAGEM: O Projeto sobre Machado de Assis JORNAL RIBEIRO NEWS</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"><br /></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">O Comportamento Humano em Machado de Assis: ontem e hoje<o:p></o:p></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">O p<strong><span style="font-weight: normal;">rojeto “O Comportamento Humano na visão de Machado de Assis” foi mais uma
das excelentes iniciativas da produção literária na escola expostas na feira
científica e cultural. Objetivou traçar um paralelo entre as contradições
sociais, o comportamento humano e familiar nas obras de Machado de Assis com a
realidade contemporânea. A sala 8 foi intensamente visitada por apreciadores da
arte, por alunos e professores que puderam observar através de vídeos as
dramatizações feitas pelos alunos dos 2º anos das turmas 2 e 4, numa roupagem
atual, possibilitando a visualização da linguagem eterna e sempre moderna do
autor. Foi mostrada também a ênfase dada por Machado ao cenário vivenciado por
ele - Rio de Janeiro. Foi realizada uma coletânea de fotografias em mural
mostrando o roteiro vivido também por seus personagens que, muitas vezes,
confundiram o leitor com a linguagem do próprio autor. A ideia central foi
construir u</span></strong>m diferencial em relação ao estudante de ensino
médio que é efetivada por meio de diversas atividades que promovem a formação
de alunos críticos diante do mundo em que vivem.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-42597589801031244072013-03-12T10:46:00.004-07:002013-03-12T10:46:38.417-07:00<br />
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<span style="font-family: 'Arial Black', sans-serif; font-size: 18pt;"><span style="color: red;">CIÊNCIA E
CULTURA NA ESCOLA</span></span></div>
<div class="MsoNoSpacing" style="text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Matéria publicada no jornal escolar 2012 </span><span style="font-family: 'Times New Roman', serif;"><span style="color: red; font-size: large;">RIBEIRO NEWS </span></span></div>
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<span style="font-family: Cambridgeside; font-size: 20.0pt;"><br /></span></div>
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<span style="font-family: Cambridgeside; font-size: 20.0pt;">E</span>stimular a pesquisa e a produção científica
- cultural, no contexto escolar, tem-se constituído um desafio e, ao mesmo
tempo, um objetivo inovador de um dos projetos da Escola Raimundo Ribeiro de
Souza. <o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4K6ixxwTPt28DSEkW-6hkdeOAdFwRRrMWPV9zYlI4sJDzMwK6g-hOG4oHRWbFtGKtqvhW8hQQfBfYDppTO-RYPMm5C76Yne403CWZBXxjTlfpwZmgohtkZ_Hla2fMnxzPS6CQ9TMj2t0/s1600/feira.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4K6ixxwTPt28DSEkW-6hkdeOAdFwRRrMWPV9zYlI4sJDzMwK6g-hOG4oHRWbFtGKtqvhW8hQQfBfYDppTO-RYPMm5C76Yne403CWZBXxjTlfpwZmgohtkZ_Hla2fMnxzPS6CQ9TMj2t0/s640/feira.jpg" width="251" /></a> Ao longo de todo ano de 2012 e, de forma mais
efetiva, no segundo semestre, a nossa Escola realizou um conjunto de atividades
decorrentes de seu projeto científico-cultural intitulado “a produção científica
na escola”. Foram ações construídas de modo compartilhado, movimentando todas
as pessoas: de alunos aos técnicos, dos professores aos servidores de apoio,
entre tantos outros importantes parceiros. Também envolveu todas as áreas do
conhecimento: das ciências exatas e naturais as ciências humanas, das linguagens
as artes, entre outras; gerando um clara constatação que Ciência e Cultura não
se separam, caminham juntas na produção do conhecimento. <o:p></o:p></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Com muita
esperança, a comunidade escolar aguardou o </span><span style="text-align: justify;">último evento deste projeto. O
seu ápice aconteceu no dia 23/11 (sexta-feira) com a realização da Feira de
Exposição Científica de grandiosa organização. Foram 27 salas de aula,
auditório, sala de vídeo, acomodando mais de 50 ações culturais e experimentos
científicos. Além disso, o ginásio da escola contou com apresentações de dança
durante o turno manhã.</span><br />
<div class="MsoNoSpacing" style="text-align: justify;">
<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Quem não participou, perdeu a riqueza de
observar a ciência construída no ensino médio. O que se viu foi um verdadeiro
espaço de produção, encontro e intensa integração escolar. Corredores
movimentados, salas de aula bem visitadas por alunos, ex-alunos e muitas outras
pessoas da cidade interessadas em acompanhar o resultado final do projeto.<a href="" name="_GoBack"></a><o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Foi uma excelente oportunidade para os
professores trabalharem com seus alunos as experiências, observando o que deu
certo ou errado em seus experimentos, este foi o momento que a orientação do
professor ajudou o conhecimento do aluno.<o:p></o:p></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-59039446443751605992013-02-20T04:50:00.001-08:002013-02-20T04:50:47.292-08:00Ex-governador Almir Gabriel morre aos 80 anos<h1>
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<br /><a class="aumentar" href="https://www.blogger.com/blogger.g?blogID=5346447936872834857"></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-YhFKOHnbFfgojViXD5xsz78JVqJxilhgPIc7IXaE8fFAOTtUsoWUAG1nR1s3p6eUOw14t4a2DAVt0genfSm6Ub1V5eqre-pjA6_eKTvwUwcY2fOI4xTaKSSu5F2JQfTyeuvor3psBe6t/s1600/rosa_luto.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-YhFKOHnbFfgojViXD5xsz78JVqJxilhgPIc7IXaE8fFAOTtUsoWUAG1nR1s3p6eUOw14t4a2DAVt0genfSm6Ub1V5eqre-pjA6_eKTvwUwcY2fOI4xTaKSSu5F2JQfTyeuvor3psBe6t/s1600/rosa_luto.jpg" height="240" width="320" /></a></div>
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<a href="http://t2.gstatic.com/images?q=tbn:ANd9GcTIirp_LNL2uGRFA5sD4XpmIewuZldzI2SmbrF1x-MpsUShioP1" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<a href="http://t2.gstatic.com/images?q=tbn:ANd9GcTIirp_LNL2uGRFA5sD4XpmIewuZldzI2SmbrF1x-MpsUShioP1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcTIirp_LNL2uGRFA5sD4XpmIewuZldzI2SmbrF1x-MpsUShioP1" /></a>A Nossa escola esta de luto hoje pelo falecimento do ex-governador.<br />
<br />
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Por Aguirre Talento<br />
<br />
BELÉM,
PA, 19 de fevereiro (Folhapress) - Almir Gabriel, que governou o Pará
entre 1995 e 2002, morreu aos 80 anos na manhã de hoje, em Belém.<br />
<br />
A
causa da morte foi falência múltipla dos órgãos, após um quadro de
enfisema pulmonar e insuficiência cardíaca, de acordo com o governo do
Estado.<br />
<br />
Ele já estava com a saúde fragilizada nos últimos anos, em decorrência do tabagismo.<br />
<br />
O
governo de Almir Gabriel ficou marcado por um dos principais conflitos
agrários do Brasil: o massacre de Eldorado do Carajás, em abril de 1996,
quando policiais militares sob o comando do Estado mataram 19 sem-terra
que obstruíam uma rodovia no sudeste do Pará.<br />
<br />
Almir Gabriel era um dos principais líderes políticos do Estado, mas ficou marcado pelo massacre dos sem-terra.<br />
<br />
Apesar
de nunca ter sido responsabilizado formalmente pelo crime, era apontado
pelo MST (Movimento dos Trabalhadores Rurais Sem Terra) como o
mandante: teria saído dele a ordem ao secretário de Segurança Pública
para desobstruir à força a rodovia. Ele sempre negou sua participação no
caso.<br />
<br />
Almir Gabriel foi um dos fundadores do PSDB no Pará e, antes disso, era filiado ao PMDB.<br />
<br />
Chegou
a cogitar concorrer à Prefeitura de Belém nas eleições do ano passado
pelo PTB, último partido ao qual se filiou, mas sua saúde debilitada foi
uma das razões que o fizeram desistir.<br />
<br />
Almir Gabriel também foi senador constituinte e prefeito de Belém.<br />
<br />
fonte: http://www.jornalacidade.com.br/editorias/politica/2013/02/19/morte-pa-ex-governador-almir-gabriel-morre-aos-80-anos.html </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-78199355659035107412013-02-20T04:44:00.001-08:002013-02-20T04:44:59.055-08:00bem vindos ao ano letivo 2013<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu0wwOej5ts6yqZ_yfGp9giJhOxI0sAVCHhCPGfEBVlItPfpL6HXg914iHAe7UfsB562lCt9m317DN_VlU0kcMHyswxyFZe5232ooDdlQvrIkRCFDG0MVa9hyphenhyphen5Tv3379kTeABUJfJVUE4/s640/frases-de-volta-as-aulas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu0wwOej5ts6yqZ_yfGp9giJhOxI0sAVCHhCPGfEBVlItPfpL6HXg914iHAe7UfsB562lCt9m317DN_VlU0kcMHyswxyFZe5232ooDdlQvrIkRCFDG0MVa9hyphenhyphen5Tv3379kTeABUJfJVUE4/s640/frases-de-volta-as-aulas.jpg" height="136" width="200" /></a><br />
<br />
Caros alunos, sejam bem vindos ao nosso ano letivo de 2013.<br />
Muito estudo muita aprendizagem e muito conhecimento. <br />
<br />
<br />
<br />
<br />
<br />
<a href="http://www.jornalfolhadobatel.com.br/site/images/volta%20as%20aulas.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.jornalfolhadobatel.com.br/site/images/volta%20as%20aulas.jpg" height="178" width="320" /></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-10123248948654571042013-01-27T13:08:00.004-08:002013-01-27T13:08:46.636-08:00LUTO<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFtbCFKKXc9BO9KqbGbjyiNJnGl7h0U8aQh9dObRUDjVNnfHxhZeMCw7zT7V5bdTyCfSICdH8Qi5LKvf2Nroug2lvWAMNnDev7c7QCG6fCBJvOnU9Hr9YCDmrNH4zzEUV8mhxr_rxPHEo/s1600/72941_407698725986065_1658142109_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFtbCFKKXc9BO9KqbGbjyiNJnGl7h0U8aQh9dObRUDjVNnfHxhZeMCw7zT7V5bdTyCfSICdH8Qi5LKvf2Nroug2lvWAMNnDev7c7QCG6fCBJvOnU9Hr9YCDmrNH4zzEUV8mhxr_rxPHEo/s400/72941_407698725986065_1658142109_n.jpg" width="400" /></a></div>
<span style="background-color: white;"><span style="font-size: large;"><span style="font-family: lucida grande, tahoma, verdana, arial, sans-serif;"><span style="line-height: 14px;"><br /></span></span></span></span>
<span style="background-color: white;"><span style="font-size: large;"><span style="font-family: lucida grande, tahoma, verdana, arial, sans-serif;"><span style="line-height: 14px;">Que Deus conforte o coração de cada um das famílias que perderam seus entes queridos!!!</span></span></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-36215851461886223952012-12-28T18:32:00.001-08:002013-01-07T09:51:29.565-08:00<div style="background-color: white; orphans: 2; text-align: justify; text-indent: 0px; widows: 2;">
<div class="separator" style="clear: both; color: black; font-family: verdana, sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 25px; text-align: center; text-transform: none; white-space: normal; word-spacing: 0px;">
</div>
<span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">Hoje é um dia diferente... </span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">você passou no vestibular... </span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">e estamos muitos felizes por saber que você é esta pessoa delicada e objetiva no que pretende realizar... você é</span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">realmente um exemplo de força de vontade...</span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">sempre estudou muito... </span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">sempre foi inteligente... </span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">não poderia dar em outra... </span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">Você passou no vestibular, e agora é só ir com garra e chegar na formatura...</span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">E nesta ocasião tão especial para todos nós, queremos desejar-lhe muito sucesso a partir de agora, pois você</span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">alcançou um grande feito em sua vida.... </span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">um grande acontecimento que mudará de vez seu futuro...</span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 24px; text-align: start; text-transform: none; white-space: normal; word-spacing: 0px;">parabéns por esse sucesso... Parabéns, você passou no vestibular... </span><br style="color: #585758; font-family: Arial, Helvetica, sans-serif; font-size: 16px; line-height: 24px; text-align: start;" /><span style="text-align: start;"><span style="color: #585758; font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 24px;">e te desejo tudo de existo nesta vida....</span></span><br /></span><br />
<div class="MsoNormal">
<span style="background-position: initial initial; background-repeat: initial initial; color: #585758; font-family: Arial, sans-serif; font-size: 13.5pt; line-height: 115%;">Escola Raimundo Ribeiro de
Souza Parabeniza a todos os seus alunos, que passaram no </span><span style="font-size: large;"><span style="text-align: start;">vestibular esse ano de 2013.</span><span style="text-align: start;"> </span></span><o:p></o:p></div>
</div>
<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: verdana, sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 25px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-5346447936872834857.post-44862166322101112872012-05-29T07:12:00.000-07:002012-05-29T10:22:29.521-07:00Enem 2012<h1 class="title entry-title" itemprop="name">
<span style="color: red;">EDITAL ENEM 2012</span>
</h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://download.inep.gov.br/educacao_basica/enem/edital/2012/edital-enem-2012.pdf" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://www.noteaqui.com/wp-content/uploads/2012/05/Inscri%C3%A7%C3%B5es-para-o-Enem-2012-300x300.jpg" width="200" /></a></div>
Caros alunos, baixe aqui o Edital completo do Enem 2012. Basta clicar na imagem.<br />
<div>
</div>
<div>
Não deixe de conferir no edital o conteúdo para estudo.</div>
<div>
Se precisar de mais informações ou para fazer logo sua inscrição visite o site: </div>
<div>
<a href="http://enem.inep.gov.br/">http://enem.inep.gov.br/</a></div>
<div>
</div>
<div>
</div>
<div>
</div>
<div>
</div>
<div>
<br />
<a href="http://ribeirodesouza.blogspot.com/2012/04/isencao-uepa-2012.html">Ver mais...</a><br />
<span id="goog_1880369399"></span><a href="http://www.blogger.com/goog_1880369398"><br /></a><br />
<a href="http://www.blogger.com/">Clique Aqui para se inscrever </a><span id="goog_1880369400"></span><br />
<br />
<h1 class="title entry-title" itemprop="name" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Enem 2012: inscrições começam nesta segunda-feira (28)</span></h1>
<h1 class="title entry-title" itemprop="name" style="font-family: Arial,Helvetica,sans-serif;">
<img height="100" id="il_fi" src="http://todateen.uol.com.br/tt/wp-content/uploads/2012/05/enem-2012-universidades_slider.jpeg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="200" /><span style="font-size: small;"> </span>
</h1>
<br />
<div style="background-color: white; color: #444444; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 1.5em; list-style: none; outline: none; padding: 0px 0px 20px;">
Estudantes interessados em participar da edição <b style="list-style: none; margin: 0px; outline: none; padding: 0px;">2012</b> do Exame Nacional do Ensino Médio (<b style="list-style: none; margin: 0px; outline: none; padding: 0px;">Enem</b>)
poderão se inscrever no programa a partir das 10h da próxima
segunda-feira, 28, até as 23h59 de 15 de junho, no horário oficial de
Brasília. O cronograma do exame, que no ano passado teve 5,4 milhões de
inscritos, foi anunciado pelo ministro da Educação, Aloizio Mercadante,
em entrevista coletiva realizada na tarde desta quinta-feira, 24.</div>
<div style="background-color: white; color: #444444; font-family: arial, helvetica, clean, sans-serif; font-size: 14px; line-height: 1.5em; list-style: none; outline: none; padding: 0px 0px 20px;">
Prepare-se: <a href="http://concursosnobrasil.com.br/provas-de-concursos/enem/" style="color: #0066cc; font-weight: bold; list-style: none; margin: 0px; outline: none; padding: 0px; text-decoration: none;" title="provas enem 2011">Provas anteriores do Enem</a></div>
<div style="background-color: white; color: #444444; font-family: arial,helvetica,clean,sans-serif; font-size: 14px; line-height: 1.5em; list-style: none outside none; outline: medium none; padding: 0px 0px 20px;">
<a href="http://ribeirodesouza.blogspot.com/2010/11/escola-ribeiro-de-souza-promove-mais-um.html">Ver mais...</a><br />
<a href="http://www.blogger.com/">Clique Aqui para se inscrever </a><span id="goog_1880369400"></span><br />
<br />
<h1 class="title entry-title" itemprop="name">
<span style="font-size: small;">Como fazer inscrição para o Enem 2012</span>
</h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i704.photobucket.com/albums/ww49/semmundo/enem-2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="224" src="http://i704.photobucket.com/albums/ww49/semmundo/enem-2.png" width="320" /></a></div>
<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; border: 0px; color: #333333; font-family: arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; list-style: none; margin: 0px 0px 14px; orphans: 2; outline: 0px; padding: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Candidatos interessados em realizar o Exame Nacional do Ensino Médio já podem se inscrever pela <a href="http://www.enem.inep.gov.br/" style="border: 0px; color: #005088; font-size: 14px !important; font-weight: bold; line-height: 20px !important; list-style: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_blank">internet</a>. Quem estiver interessado em participar da prova deve acessar o site<a href="http://www.enem.inep.gov.br/" style="border: 0px; color: #005088; font-size: 14px !important; font-weight: bold; line-height: 20px !important; list-style: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_blank">www.enem.inep.gov.br</a><span class="Apple-converted-space"> </span>e
preencher os dados exigidos até o dia 15 de junho. Após a inscrição, é
preciso pagar uma taxa até o dia 20 de junho. Conheça as principais
regras do exame:</div>
<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; border: 0px; color: #333333; font-family: arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; list-style: none; margin: 0px 0px 14px; orphans: 2; outline: 0px; padding: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<b style="border: 0px; font-size: 14px !important; line-height: 20px !important; list-style: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;">Finalidades da prova </b>A nota do exame pode ser utilizada para o ingresso em universidades públicas pelo<span class="Apple-converted-space"> </span><a href="http://sisu.mec.gov.br/" style="border: 0px; color: #005088; font-size: 14px !important; font-weight: bold; line-height: 20px !important; list-style: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_blank">Sistema de Seleção Unificado (Sisu)</a>. Também serve para obter bolsas de estudo do<span class="Apple-converted-space"> </span><a href="http://www.google.com.br/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&sqi=2&ved=0CGwQFjAA&url=http%3A%2F%2Fsiteprouni.mec.gov.br%2F&ei=f4jDT5qbGYfm9ATBipyhCw&usg=AFQjCNHrFeAuZFPdy20XGVLoV9Zb4nXVkA&sig2=-MbylkpM0VIPT1IENPb2Jg" style="border: 0px; color: #005088; font-size: 14px !important; font-weight: bold; line-height: 20px !important; list-style: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;">Programa Universidade para Todos (ProUni)</a>, para obter Fundo de Financiamento Estudantil (Fies) ou participar do programa de intercâmbio no exterior<span class="Apple-converted-space"> </span><a href="http://ultimosegundo.ig.com.br/educacao/aluno+com+mais+de+600+pontos+no+enem+podera+disputar+bolsa+fora/n1597101604624.html" style="border: 0px; color: #005088; font-size: 14px !important; font-weight: bold; line-height: 20px !important; list-style: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;">Ciência Sem Fronteiras</a>.
Além disso, os participantes maiores de 18 anos que ainda não
terminaram a escolarização básica podem pleitear a certificação no
ensino médio junto a uma das instituições que aderirem ao processo –
secretarias estaduais de educação, os institutos federais e os centros
federais.<b style="border: 0px; font-size: 14px !important; line-height: 20px !important; list-style: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;"><span class="Apple-converted-space"> </span></b></div>
<div style="border: 0px none; color: #333333; font-family: arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; list-style: none outside none; margin: 0px 0px 14px; orphans: 2; outline: 0px none; padding: 0px; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<b style="border: 0px none; font-size: 14px ! important; line-height: 20px ! important; list-style: none outside none; margin: 0px; outline: 0px none; padding: 0px; text-decoration: none;"><span class="Apple-converted-space"><a href="http://ribeirodesouza.blogspot.com/2009/12/oficina-de-com-vidas-na-escola-raimundo.html"><span style="font-weight: normal;">Ver mais...</span></a></span></b><br />
<a href="http://www.blogger.com/">Clique Aqui para se inscrever </a><span id="goog_1880369400"></span><br />
<h1 class="title entry-title" itemprop="name">
<span style="font-size: x-small;">INFORMAÇÕES GERAIS SOBRE O ENEM</span></h1>
<h3 align="justify" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: 'Trebuchet MS', Arial, sans-serif; font-size: 1.3em; font-style: normal; font-variant: normal; font-weight: bold; letter-spacing: normal; line-height: normal; margin: 5px 3px; orphans: 2; padding: 0px; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<br />
</h3>
<div align="justify" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Verdana, Arial, Tahoma; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 5px 3px; orphans: 2; padding: 0px; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
As inscrições para o Enem 2012 abrem na segunda-feira, dia 28 de maio, e encerram no dia 15 de junho.<br />
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Cartão de Confirmação do Enem 2012</h3>
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Ainda não foram divulgadas informações sobre o cartão de confirmação.</div>
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<img height="200" id="il_fi" src="http://www.noticiasemoda.com.br/wp-content/uploads/2012/02/enem-2012-300x300.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="200" /></h3>
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Cartão de Confirmação do Enem 2012</h3>
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Segundo o Ministério da Educação (MEC), o valor da taxa de inscrição será R$ 35,00. Estão isentos do pagamento da taxa:</div>
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- Alunos do último ano (concluintes) do Ensino Médio de instituições públicas de ensino federais, estaduais e municipais;</div>
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- Estudantes carentes do último ano (concluintes) do Ensino Médio da
rede privada de ensino, mediante preenchimento da declaração de carência
disponível no sistema de inscrição;</div>
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- Egressos, ou seja, participantes que concluíram o Ensino Médio em anos
anteriores e que não tem condições de pagar a taxa de inscrição,
mediante preenchimento </div>
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<h1 class="title entry-title" itemprop="name">
<span style="font-size: small;">COMO PASSAR NO ENEM 2012</span>
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<a href="http://www.sitedoenem.org/wp-content/uploads/2011/12/300x305xPASSAR-NO-ENEM-2011-QUANTOS-PONTOS-NOTA-M,PC3,P89DIA.jpg.pagespeed.ic.iC6Mj2-zGz.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://www.sitedoenem.org/wp-content/uploads/2011/12/300x305xPASSAR-NO-ENEM-2011-QUANTOS-PONTOS-NOTA-M,PC3,P89DIA.jpg.pagespeed.ic.iC6Mj2-zGz.jpg" width="196" /></a>Neste artigo você poderá tirar suas dúvidas sobre<span class="Apple-converted-space"> </span><b style="margin: 0px; padding: 0px;">como passar no<span class="Apple-converted-space"> </span><a href="http://www.sitedoenem.org/como-passar-no-enem-2012.html#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: #000fff; margin: 0px; padding: 0px; text-decoration: underline;">Enem</a>2012</b>.</div>
<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #111111; font-family: Arial, 'Helvetica Neue', Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 22px; margin: 0px 0px 1.571em; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
As provas do Enem 2012 foram definidas pelo MEC – Ministério da Educação
para os dias 3 e 4 de novembro. O exame é indispensável àqueles que
desejam ingressar ou prosseguir com os estudos no<span class="Apple-converted-space"> </span><a href="http://www.sitedoenem.org/como-passar-no-enem-2012.html#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: #000fff; margin: 0px; padding: 0px; text-decoration: underline;">ensino</a><span class="Apple-converted-space"> </span>superior,
pois oferece bolsas integrais e parciais em Instituições Privadas de
Ensino Superior, através do Prouni, e vagas em Instituições Públicas de
Educação Superior, através do Sisu. Além disso, o Enem concede
Certificação de Conclusão do Ensino Médio para aqueles que não
concluíram os estudos e dá aos estudantes a possibilidade do
financiamento dos estudos, através do FIES.</div>
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Passar no Enem 2012 pode parecer difícil, mas algumas atitudes tomadas
antes, sem dúvidas, serão de grande ajuda. Por exemplo fazer um<span class="Apple-converted-space"> </span><a href="http://www.sitedoenem.org/simulado-enem-2012.html" style="color: #000fff; margin: 0px; padding: 0px; text-decoration: underline;" target="_blank">simulado do Enem 2012</a>. Leia um pouco sobre isto antes de se aprofundar sobre as notas<span class="Apple-converted-space"> </span><a href="http://www.sitedoenem.org/como-passar-no-enem-2012.html#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: #000fff; margin: 0px; padding: 0px; text-decoration: underline;">necessárias</a><span class="Apple-converted-space"> </span>para passar no Enem.</div>
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APOSTILAS ENEM 2012</span>
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<a href="http://www.sitedoenem.org/wp-content/uploads/2012/04/APOSTILAS-ENEM-2012.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="149" src="http://www.sitedoenem.org/wp-content/uploads/2012/04/APOSTILAS-ENEM-2012.jpg" width="200" /></a></div>
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Onde encontrar<span class="Apple-converted-space"> </span><b style="margin: 0px; padding: 0px;"><a href="http://www.sitedoenem.org/apostilas-enem-2012.html#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: #000fff; margin: 0px; padding: 0px; text-decoration: underline;">apostilas</a><span class="Apple-converted-space"> </span>ENEM 2012</b>?
Este artigo dará continuidade ao objetivo principal do trabalho do
SitedoEnem. Trataremos de mais um assunto importante para todos que vão
realizar o<a href="http://www.sitedoenem.org/apostilas-enem-2012.html#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: #000fff; margin: 0px; padding: 0px; text-decoration: underline;">Exame</a><span class="Apple-converted-space"> </span>Nacional
do Ensino Médio neste ano. Visando ajudá-lo em sua preparação para as
provas que acontecerão nos dias 03 e 04 de novembro, daremos algumas
instruções sobre apostilas ENEM 2012.</div>
<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #111111; font-family: Arial, 'Helvetica Neue', Helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 22px; margin: 0px 0px 1.571em; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Todos que possuem a consciência da grandeza que o Exame atingiu durante
os últimos anos já começaram a estudar para os testes que se aproximam.
Um meio de análise dos conhecimentos adquiridos são as apostilas que
muitos<a href="http://www.sitedoenem.org/apostilas-enem-2012.html#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: #000fff; margin: 0px; padding: 0px; text-decoration: underline;">estudantes</a><span class="Apple-converted-space"> </span>gostam
de resolver. Nelas são encontradas algumas questões com o mesmo grau de
dificuldade e o mesmo direcionamento seguido nas provas.</div>
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<span style="font-size: small;"><b><span style="color: #17365d; font-family: "Times New Roman","serif";"><span style="color: #17365d;">TEMA DA REDAÇÃO
DO ENEM 2012</span></span></b></span></div>
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" 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" width="200" /></a><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Redação
do Enem 2012</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">: Desde o
ano em que foi criado (1998), o Exame <i style="mso-bidi-font-style: normal;">Nacional</i>
do Ensino Médio (ENEM) apresenta uma temática específica para a redação. É
importante deixar claro que este artigo sobre temas de redação ENEM 2012, não
irá afirmar qual será o tema deste ano, visto que as provas são guardadas em
sigilo até os dias de aplicação.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Desde
quando o <b>Enem</b> passou a ter um novo formato foram propostos tais assuntos
para os alunos desenvolverem seus textos: O indivíduo frente à ética nacional
(2009); O trabalho na construção da dignidade humana (2010); Viver em rede no
século XXI: os limites entre o público e o privado (2011). É exigido do
candidato um texto dissertativo-argumentativo, onde deve ser exposta uma
solução para o eventual problema apresentado. Organizando a redação com título,
introdução, desenvolvimento e conclusão, é necessário utilizar a criatividade
aliada à informação, defendendo de maneira consistente a proposta apresentada.</span><br />
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://ribeirodesouza.blogspot.com/2012/03/v-behaviorurldefaultvmlo.html">Ver mais.... </a></span></div>
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</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-12364860540188974902012-05-29T07:08:00.001-07:002012-05-29T07:14:49.537-07:00<h1 class="title entry-title" itemprop="name">
<a href="http://suvacodacobra2.blogspot.com/2012/05/jovem-senador.html" itemprop="url" rel="bookmark"><br />
</a>
</h1>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmK-EDACXFhnv9fQwS5oDReA_NNACgvqYJ_GGtmp7w_0elYLamFL_EGqDxzxko8Vm1KHSTVqOo8Q9IS67nZLrqF-qP7ADTt3X02Gmo11cvalu9h8oJl_9KDNdbivkCgr0h7GLTqQsXfhg/s1600/jovem+senador.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmK-EDACXFhnv9fQwS5oDReA_NNACgvqYJ_GGtmp7w_0elYLamFL_EGqDxzxko8Vm1KHSTVqOo8Q9IS67nZLrqF-qP7ADTt3X02Gmo11cvalu9h8oJl_9KDNdbivkCgr0h7GLTqQsXfhg/s320/jovem+senador.jpg" width="320" /></a></div>
<div style="font-size: 8px;">
<span class="texto-destaque" style="border-bottom: 1px solid rgb(252, 171, 79); font-size: 13px; font-weight: bold; margin-left: 25px; margin-right: 15px;"><b>Apresentação</b></span></div>
<div class="texto" style="padding-left: 25px; padding-right: 15px;">
O IV Concurso de Redação do Senado Federal. A nova edição lança o tema
“O Brasil que a gente quer é a gente quem faz”, um convite à reflexão
sobre o processo democrático e o exercício da cidadania. São convidados a
participar os alunos do 2º e do 3º ano do Ensino Médio de escolas
públicas estaduais e do Distrito Federal, com idade de 16 a 19 anos.<br />
Serão escolhidos os melhores textos em três momentos: na escola, no estado e no país.<br />
Os 27 vencedores da etapa estadual, um por cada Unidade Federativa,
estarão automaticamente inscritos na etapa nacional, a ser realizada em
Brasília, e participarão do Projeto Jovem Senador, uma simulação de como
é o processo de criação de leis no nosso país.<br />
Além disso, os finalistas serão premiados com notebook, medalha,
certificado e publicação da sua redação no livreto produzido pelo Senado
Federal.</div>
<br />
<a href="http://ribeirodesouza.blogspot.com/2012/05/jovem-senador.html">Ver mais ....</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-22292384143598272222012-05-29T07:07:00.001-07:002012-05-29T07:13:46.885-07:00<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.see.ac.gov.br/portal/images/stories/001aje20131.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="166" src="http://www.see.ac.gov.br/portal/images/stories/001aje20131.jpg" width="400" /></a></div>
<div class="MsoPlainText" style="background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 9px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<b style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; line-height: 1; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="text-decoration: underline;"><span style="font-size: 11pt;">FASE 1</span></span></b><b style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; line-height: 1; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="font-size: 11pt;"> – do lançamento do programa até 05 de agosto:</span></b></div>
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<span style="font-size: 11pt;">Os interessados acessam o formulário de inscrição via<a href="http://www.jovensembaixadores.org/2013" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #f59c00; font-family: inherit; line-height: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><b style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; line-height: 1; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><i style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="text-decoration: underline;"><span style="color: #1f497d;">www.jovensembaixadores.org/2013</span></span></i></b></a>, respondem à ficha de inscrição <i style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; line-height: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">online</i> e
recebem uma resposta automática dizendo se preenchem os pré-requisitos
básicos do programa e foram aprovados ou não para a ETAPA 2:</span><br />
<br />
<span style="font-size: 11pt;"><a href="http://ribeirodesouza.blogspot.com/2012/05/jovens-embaixadores-2013.html">Ver mais....</a> </span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5346447936872834857.post-34911090744468755122012-05-29T07:04:00.003-07:002012-05-29T07:15:03.455-07:00<div class="separator" style="clear: both; text-align: center;">
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" width="320" /> </div>
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<br />
<br />
Já estão abertas, até o dia 30 de abril, as inscrições para a 34ª
Olimpíada Brasileira de Matemática (OBM). A competição envolve a
participação de professores e alunos das redes pública e particular de
todo o país. As inscrições são gratuitas.
<a href="http://www.obm.org.br/export/sites/default/releases/Release_2012_Inscricoes.pdf"><span style="color: #3095fc;">Saiba mais</span></a>.<br />
<br />
<br />
<br />
<b>PERÍODO DE INSCRIÇÕES PARA AS ESCOLAS</b><br />
• 26 de março a 30 de abril de 2012<br />
<br />
<b>INSCRIÇÕES DOS ALUNOS</b><br />
As inscrições dos alunos interessados devem ser feitas diretamente com o
professor responsável em cada escola participante e esta informação não
precisa ser repassada para a Secretaria da OBM.
O número de participantes é livre.
<br />
<br />
<b>NÍVEIS DE PARTICIPAÇÃO</b><br />
<br />
• Nível 1: alunos do 6o. e 7o. anos do ensino fundamental.<br />
• Nível 2: alunos do 8o. e 9o. anos do ensino fundamental.<br />
• Nível 3: alunos do ensino médio.<br />
• Nível Universitário: alunos de graduação de qualquer curso e qualquer período.
<br />
<br />
<b>CALENDÁRIO 34ª OLIMPÍADA BRASILEIRA DE MATEMÁTICA:</b>
<br />
<br />
<b>NÍVEIS 1 - 2 e 3</b><br />
• Primeira Fase: sábado, 16 de junho de 2012 <br />
• Segunda Fase: sábado, 22 de setembro de 2012 <br />
• Terceira Fase: sábado, 27 de outubro, (níveis 1, 2 e 3) <br />
domingo, 28 de outubro, para os níveis 2 e 3 (segundo dia de prova). <br />
<br />
<br />
<b>NÍVEL UNIVERSITÁRIO</b>
<br />
• Primeira Fase: sábado, 22 de setembro de 2012<br />
• Segunda Fase: sábado 27 e domingo 28 de outubro de 2012Unknownnoreply@blogger.com0