tag:blogger.com,1999:blog-33133009173904909972024-02-18T23:39:00.327-08:00PIP CBC / NAPEM - SRE - Pará de MinasPROGRAMA DE INTERVENÇÃO PEDAGÓGICA - PIP CBC/NAPEM - SRE - PARÁ DE MINASPIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comBlogger37125tag:blogger.com,1999:blog-3313300917390490997.post-57785900428271037452014-03-17T06:32:00.001-07:002014-03-17T07:40:48.745-07:00Medalhistas de Matemática: Alunos da rede estadual são premiados com entrega de notebooks<div style="text-align: justify;">
Alunos da rede estadual de Pará de Minas e de mais duas cidades que
pertencem à Superintendência Regional de Ensino, que foram medalhistas
na Olimpíada de Matemática, foram premiados com o recebimento de um
notebook.
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Juntamente com pais e professores, eles compareceram no dia 14 de março de 2014, na sede da Superintendência, para buscarem seus
prêmios.<br />
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<span style="font-size: large;">Polos: Pará de Minas e Pitangui</span></div>
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<span style="font-size: large;">Polo Bom Despacho</span></div>
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.com0tag:blogger.com,1999:blog-3313300917390490997.post-41566096847277059572014-02-21T06:16:00.003-08:002014-02-21T08:59:53.540-08:00Reinventando o Ensino Médio: Realização do Seminário de Percurso Curricular <div style="text-align: justify;">
<span style="font-size: large;">Entre os dias 18 e 20 de fevereiro, os alunos do 1º ano do Ensino Médio das escolas da rede estadual tiveram a oportunidade de conhecer um
pouco mais sobre as áreas de empregabilidade ofertadas por suas escolas.
Por meio do ‘Seminário de Percurso Curricular’, foram apresentadas para
a comunidade escolar a proposta do Reinventando o Ensino Médio e um
pouco mais sobre as áreas de empregabilidade ofertadas, para
que assim - pais e alunos - escolhessem qual delas o estudante vai
cursar.</span></div>
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.com0tag:blogger.com,1999:blog-3313300917390490997.post-35694611478563660402014-02-19T11:36:00.004-08:002014-02-20T03:38:56.324-08:00Piadinhas de Matemática<div style="text-align: justify;">
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<span style="font-size: large;"> </span><img class="irc_mut" height="427" id="irc_mi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcyPgFmaMWJiL7nVxsv6DINFD-Sh3ZrVv5zOrYdSqGFrM5IO4QEMRiqZSGxfmESHb6kXXCgEv2gs1lwm7_UimdRTY7UuXTkGwJjaQf3dPxTz5x7r5Rmbbnzio6irQYqA2N4BGVRBUvHASq/s640/amigo-imaginario-piada-nerd-matematica-rulez.jpg" style="margin-top: 63px;" width="640" /></div>
<span style="font-size: large;"> </span><br />
<span style="font-size: large;">Professor</span></div>
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<span style="font-size: large;">Sabemos que a Matemática, muitas vezes, causa uma certa apreensão nos alunos. Isso é fato desde tempos remotos. Quem de nós já não ouviu os seguintes dizeres:</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">- Não gosto de Matemática porque é muito difícil.</span></div>
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<span style="font-size: large;">- Eu não nasci para Matemática.</span></div>
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<span style="font-size: large;">- Matemática é muito chata.</span></div>
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<span style="font-size: large;">- Eu odeio Matemática. </span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Porém , não podemos deixar que isso se torne uma coisa natural, e sim algo que pode ser mudado ou pelo menos amenizado. É conveniente que procuremos meios que façam com que os alunos possam ver a Matemática de forma mais atrativa e deixá-la mais leve. </span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Saibam que em Matemática existem piadinhas para vários conteúdos, basta você acessar o Google e digitar "Piadinhas de Matemática"(ou digitar o conteúdo que você está ministrando) que aparecerão várias. </span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Aqui vão algumas dicas:</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Quando trabalhar problemas mais simples ou mais complexos , independente do ano:</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">- Por que o livro de Matemática se suicidou?</span></div>
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<span style="font-size: large;">- Porque ele estava cheio de problemas. </span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Quando ministrar conteúdos de MMC e MDC jog<span style="font-size: large;">ue</span> esta pergunta para os alunos:</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">- O que o MMC estava fazendo debaixo da escada?</span></div>
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<span style="font-size: large;">- Esperando o m descer.</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"> Se você estiver trabalhando com os alunos progressão geométrica, pode lançar esta pergunta:</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">- Por que é impossível discutir com uma PG?</span></div>
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<span style="font-size: large;">- Porque ela tem sempre razão. </span></div>
<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.com1tag:blogger.com,1999:blog-3313300917390490997.post-11279637082912394802014-02-10T10:12:00.001-08:002014-02-10T10:21:31.987-08:00Olimpíada de Língua Portuguesa 2014: Escrevendo o Futuro<div style="text-align: center;">
<img alt="" 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" /></div>
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<span style="font-size: x-large;"><b>O calendário da Olimpíada 2014</b></span></div>
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<span style="font-size: large;"><b>O lançamento nacional acontece em São Paulo (SP), no dia 24 de fevereiro, mas os educadores de todo o Brasil já podem se preparar e dar início ao planejamento para a 4ª. edição da Olimpíada de Língua Portuguesa Escrevendo o Futuro. O calendário com as datas, prazos e períodos para todas as atividades já está disponível na Comunidade Virtual. Ele pode ser baixado, impresso e afixado em lugar que facilite a consulta.
As principais datas estão destacadas, trazendo informações básicas. </b></span></div>
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<span style="font-size: large;"><b>A partir do lançamento, em 24 de fevereiro, as inscrições de professores e as adesões de Estados e municípios poderão ser realizadas unicamente via Comunidade Virtual Escrevendo o Futuro, o Portal da Olimpíada (www.escrevendo.cenpec.org.br), até o dia 30 de abril. </b></span></div>
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<span style="font-size: large;"><b>As oficinas com os alunos podem ser realizadas logo no início do ano letivo e ser incluídas no planejamento do professor. A metodologia da Olimpíada segue todos os parâmetros curriculares oficiais de língua portuguesa. A recomendação é que as oficinas sejam concluídas ao final do primeiro semestre letivo, incluindo todas as atividades em sala de aula, criação dos textos, releituras e reescritas. O texto - ou textos, se a escola participa com mais de um gênero - deve ser enviado até a data limite de 15 de agosto, também exclusivamente via Comunidade Virtual.
A partir de 18 de agosto até 12 de setembro, as comissões julgadoras municipais devem se reunir e enviar os textos selecionados no município, um para cada gênero do qual participam.
A partir das próximas semanas, até o final da Olimpíada 2014, a Comunidade Virtual Escrevendo o Futuro, o Portal da Olimpíada, irá publicar informações sobre os prazos e as atividades em andamento. </b></span></div>
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<span style="font-size: x-large;"><b><a href="http://www.escrevendoofuturo.org.br/">http://www.escrevendoofuturo.org.br</a></b></span></div>
PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.com0tag:blogger.com,1999:blog-3313300917390490997.post-48284323721138049392014-02-05T10:37:00.001-08:002014-02-05T10:37:07.206-08:00Ser Professor<iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/bgtOh1uXgxU" width="459"></iframe>PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.com0tag:blogger.com,1999:blog-3313300917390490997.post-18127294240638185682013-12-18T10:32:00.001-08:002014-02-04T08:59:27.490-08:00Natal<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-74931443550780643282013-12-18T09:31:00.001-08:002014-02-21T06:22:19.998-08:00Encontro de Professores para Análise e Sugestões - Revisão CBC<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-81458680839163152222013-12-18T09:05:00.000-08:002014-02-04T08:59:55.205-08:001ª Mostra REM - Reinventando o Ensino Médio - Escola Estadual Nossa Senhora Auxiliadora<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-78473485897523781192013-11-29T10:20:00.004-08:002013-11-29T10:20:52.870-08:00Feira Cultural "Reinvenção dos Saberes" na Escola Estadual Chiquinha Soares<div class="separator" style="clear: both; text-align: center;">
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-49699799918808564202013-10-25T08:40:00.000-07:002013-10-25T08:53:01.011-07:00Empreendedores paraminenses: inspiradores de sucesso<style type="text/css">
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">O
projeto “Empreendedores paraminenses: inspiradores de sucesso”
foi criado com o objetivo de compartilhar histórias de
superação e sucesso de alguns empreendedores de Pará de Minas para
servirem de inspiração aos alunos do 1º ano 07 , sob a coordenação
da professora Raquel Bahia Santiago da área Empreendedorismo e
Gestão. </span></span>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> No
decorrer do projeto, alguns empreendedores são convidados a contar
sua história e trajetória profissional a frente de uma importante
empresa de nossa cidade. Um dos empreendedores foi o empresário
Elias Diniz, proprietário do Colégio Técnico São Francisco de
Assis. </span></span>
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-81678300376204508442013-10-18T12:19:00.002-07:002013-10-18T12:19:45.009-07:00Curso de formação para educadores destaca conteúdos das áreas de empregabilidade do Reinventando o Ensino Médio <b>Da proposta à prática: encontro de professores do ‘Reinventando o Ensino Médio’</b><br />
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O encontro reuniu cerca de 800 professores da rede estadual de ensino. Também participaram do momento
de formação os profissionais dos Núcleos de Apoio Pedagógico ao Ensino
Médio (Napem). O encontro foi realizado em Caeté, na região metropolitana
de Belo Horizonte, e tem a organização da Magistra – Escola de Formação e
Desenvolvimento dos Profissionais de Educação.<br />
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-84119814348627278382013-10-15T12:47:00.000-07:002013-10-16T05:18:57.765-07:00Dia dos Professores<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-67392488408682168942013-09-20T12:22:00.001-07:002013-10-15T07:50:04.293-07:00Encontro de Pais e Educadores - Number One - Itaúna e Pará de Minas<div class="separator" style="clear: both; text-align: center;">
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-63994815862178644462013-09-20T12:14:00.001-07:002013-10-16T04:32:49.009-07:00Formação continuada para professores de Língua Portuguesa, Matemática, Geografia, Educação Física, História e Ciências<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-62728754643885631082013-08-30T10:36:00.001-07:002013-08-30T10:36:14.378-07:00Formação continuada para professores de Língua Portuguesa do 9° ano de Pará de Minas<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-1987107094887480572013-08-30T10:22:00.000-07:002013-08-30T10:36:42.570-07:00Capacitação para Especialistas de Pará de Minas<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-53140096156745763012013-03-06T06:27:00.002-08:002013-08-20T04:11:35.359-07:00Projeto Professor da Família<div style="text-align: justify;">
Entre os dias 20 e 22 de novembro de
2012, foi realizado o ‘2º Seminário do Projeto Professor da Família’,
no Canto da Siriema, em Jaboticatubas, na região metropolitana. O
encontro reuniu cerca de 440 educadores que atuam na iniciativa
apoiando o envolvimento dos familiares nas questões educacionais. No
próximo ano, o projeto, que atualmente atende mais de 4,5 mil alunos em
25 escolas estaduais será ampliado para, aproximadamente, 12 mil alunos,
com atendimento em 86 escolas da rede de várias regiões do estado.</div>
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O Seminário foi realizado com dois
enfoques. O primeiro deles visa o treinamento e avaliação dos agentes
educacionais, coordenadores locais, especialistas, diretores
educacionais e analistas educacionais das Superintendências Regionais de
Ensino já envolvidas no projeto.</div>
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Já o segundo enfoque ficou voltado para
os educadores que começarão os seus trabalhos em 2013, o encontro tem
como objetivo orientá-los sobre os procedimentos a serem tomados nas
etapas práticas do projeto que contam com visitas domiciliares, produção
de relatórios e acompanhamento dos alunos do ensino médio.</div>
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Todo o trabalho tem como <b>meta a redução
dos índices de evasão escolar, do baixo rendimento escolar e elevação da
escolaridade.</b> </div>
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-30984951031579794942013-03-05T07:02:00.002-08:002013-03-06T11:49:13.000-08:00Instalação das placas do IDEB nas escolas estaduais<br />
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<span style="color: grey; font-size: x-small;">E.E.
Ângela Maria de Oliveira</span></div>
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<span style="color: grey; font-size: x-small;">E.E.
Professor Wilson de Melo Guimarães</span></div>
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<span style="color: grey; font-size: x-small;">E.E.
Fern</span><span style="color: grey; font-size: x-small;"><span lang="es-ES">ando
Otávio</span></span></div>
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<span style="color: grey; font-size: x-small;">E.E.
Professor Pereira da Costa</span></div>
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-42526892701405312172013-03-05T06:15:00.005-08:002013-03-05T06:15:54.571-08:00Dia das Mulheres<div class="separator" style="clear: both; text-align: center;">
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08/03/13</div>
<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-5960960304364825992013-03-04T11:52:00.001-08:002013-03-05T03:32:26.400-08:00Capacitação realizada pela Secretaria de Estado de Educação<div style="text-align: justify;">
No período de 03/12/12 a 07/12/12, mais de 800 educadores que atuam no Programa de Intervenção
Pedagógica (PIP) participaram da capacitação realizada pela Secretaria
de Estado de Educação, no Hotel Tauá, em Caeté, na região
metropolitana. Durante os cinco dias de encontro, os analistas
educacionais e especialistas que atuam na sede e nas 47
Superintendências Regionais de Ensino, puderam participar de palestras,
mesas redondas e minicursos em diversas áreas.</div>
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-25050162891885386342013-03-04T11:31:00.001-08:002013-03-04T11:31:49.669-08:00Conquistando o impossível<div class="separator" style="clear: both; text-align: center;">
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-86005908452159146792013-03-04T11:20:00.000-08:002013-03-11T12:27:32.538-07:00Capacitação para aplicação das provas do PROEB 2012<div class="text" style="text-align: justify;">
Capacitação para diretores das escolas estaduais, secretários e alguns servidores das secretarias municipais. Durante o treinamento foi passado para todos como deverão ser aplicadas as avaliações do PROEB 2012.</div>
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Abaeté </div>
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Bom Despacho</div>
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Pitangui</div>
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Pará de Minas</div>
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-44434915565844035242012-12-10T07:17:00.000-08:002012-12-10T09:03:05.910-08:00I Congresso de Práticas Educacionais<div class="separator" style="clear: both; text-align: center;">
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O I Congresso de Práticas Educacionais, realizado pela Magistra entre
os dias 15 e 19 de outubro, em Jaboticatubas, abriu espaço para que
quase a metade dos 600 participantes mostrassem suas experiências nas
Comunicações Orais. Contudo, todos que estavam presentes foram
selecionados por meio de trabalhos que desenvolvem ou desenvolveram em
suas escolas ou Superintendências Regionais de Ensino. Criatividade e
boas ideias podiam ser compartilhadas em todos os momentos e espaços.<br />
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Fanfarra de latas: Mara Denise Costa, Fernandel da Silva e Alexandre Lopes E. E. Francisco Campos - Dores do Indaiá<br />
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Gestão da sala de aula - A contribuição da interdisciplinaridade e da gestão docente: Ângela Maria Oliveira e Samira Maria Araújo E. E. Miguel Gontijo - Bom Despacho<br />
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<br />PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.comtag:blogger.com,1999:blog-3313300917390490997.post-73150466815533283442012-11-13T09:35:00.002-08:002012-11-13T09:42:57.352-08:00<br />
<h1 id="watch-headline-title" style="text-align: center;">
<span class=" " dir="ltr" id="eow-title" title="BOAS PRATICAS NEM TUDO E LIXO">BOAS PRATICAS NEM TUDO E LIXO
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Alunos da Escola Estadual Coronel João Ferreira, em Pará de Minas,
conscientiza sobre reciclagem e mostra que "Nem tudo é lixo". Esse é o
nome do projeto cujo objetivo é sensibilizar os alunos em relação à
responsabilidade que todos nós temos com o meio ambiente. Confira a
iniciativa em mais um vídeo da série "Boas Práticas".<br />
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A criação
dos vídeos de Boas Práticas surgiu a partir de uma parceria ent re
Secretaria de Estado de Educação, a emissora Rede Minas e a Ouvidoria
Geral do Estado.</div>
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PIP CBC Pará de Minashttp://www.blogger.com/profile/08405514221331483432noreply@blogger.com