tag:blogger.com,1999:blog-64320123881540971552024-03-04T23:29:39.766-08:00Escola Tancredo de Almeida Neves.http://www.blogger.com/profile/04576438172154260104noreply@blogger.comBlogger79125tag:blogger.com,1999:blog-6432012388154097155.post-27125815253451888572012-12-21T08:03:00.000-08:002012-12-21T08:03:08.224-08:00Formatura Escola Tancredo<div class="separator" style="clear: both; text-align: center;">
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.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-52811818313284819472012-09-24T05:15:00.000-07:002012-09-26T10:12:06.498-07:00Ação do projeto “Ciências no cotidiano”<style>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 22pt;">Ação do projeto
“Ciências no cotidiano”</span></b></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 22pt;">A compostagem X
sustentabilidade e a Escola Tancredo.</span></b></div>
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<b><span style="font-family: "Monotype Corsiva"; font-size: 14pt;">O que é a compostagem ?</span></b><span style="font-family: "Monotype Corsiva"; font-size: 14pt;"></span></div>
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<span style="color: #333399; font-family: "Monotype Corsiva"; font-size: 14pt;">Compostagem
é um processo de transformação de matéria orgânica, encontrada no lixo, em
adubo orgânico (composto orgânico). É considerada uma espécie de <u>reciclagem
do lixo orgânico</u>, pois o adubo gerado pode ser usado na agricultura ou em
jardins e plantas e até para gerar lucros com a comercialização do mesmo.<br />
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A compostagem é realizada com o uso dos próprios microorganismos presentes nos
resíduos e também com o auxílio de minhocas ( quando houver), em condições
ideais de temperatura, aeração e umidade.<br />
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<b>Importância para o meio ambiente e saúde das pessoas </b></span></div>
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<span style="color: navy; font-family: "Monotype Corsiva"; font-size: 14pt;">A
compostagem, usada principalmente na zona rural, é de extrema importância para
o meio ambiente e para a saúde dos seres humanos. O lixo orgânico, muitas
vezes, é descartado em lixões, ruas, rios e matas, poluindo o meio ambiente.
Além disso, o acúmulo de resíduos orgânicos a céu aberto favorece o
desenvolvimento de bactérias, vermes e fungos que causam doenças nos seres
humanos. Além disso, favorece o desenvolvimento de insetos, ratos e outros
animais que podem transmitir doenças aos homens.<br />
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Com a compostagem, além de se evitar a poluição e gerar renda, faz com que a
matéria orgânica volte a ser usada de forma útil.</span><span style="font-family: "Monotype Corsiva"; font-size: 14pt;"><br />
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<b>A coleta seletiva do lixo orgânico </b>: <span style="color: navy;">para
que ocorra a compostagem de forma adequada, é necessário que as pessoas
realizem a coleta seletiva do lixo, encaminhando o lixo orgânico para usinas de
compostagem e os resíduos sólidos para recicladores. A compostagem também pode
ser realizada em casa, seguindo algumas orientações técnicas básicas, como a
apresentada a seguir: </span></span></div>
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<b><span style="color: navy; font-family: "Monotype Corsiva"; font-size: 14pt;">Vídeo
Youtube</span></b></div>
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<span style="font-family: "Monotype Corsiva"; font-size: 14pt;">Fotos da ação realizada
com o 1º ano “C” técnico no dia 18/09/2012 às 7:40h ate 9:25h, na casa da aluna
Verônika nas redondezas da escola, sob a supervisão da professora <span style="color: black;"><em>"Suellen de Kássia Lemos dos Reis".</em></span></span><br />
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.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-80107041174217495442012-09-21T12:01:00.001-07:002012-09-26T10:15:00.956-07:00Operação “Cisne Branco” 2012 Concurso de Redação<div style="text-align: center;">
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<span style="font-family: Arial;">A
Operação “Cisne Branco” busca despertar na comunidade escolar o interesse pelos
assuntos relacionados à Marinha e às coisas do mar, com isso realizou uma
Palestra no sentido de divulgar e bem como Socializar o concurso de Redação
através de uma palestra realizada nesta Escola, e ministrada por, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“Capitão
Tenente Braga, Sargento Cleiton e Cabo Cavalcante”,</i></b> objetivando
despertar o interesse dos alunos desta Escola a estarem participando, e com
isso expondo itens a serem seguidos por parte dos participantes conforme descrito
abaixo.</span><br />
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<b><span style="font-family: Arial;">Temas da redação</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial;">Ensino Fundamental: </span></b><span style="font-family: Arial;">“Amazônia Azul e a sua proteção pela Marinha do
Brazil”</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial;">Ensino Médio: </span></b><span style="font-family: Arial;">“Amazônia Azul – interesse nacional”</span></div>
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<span style="font-family: Arial;"><span style="mso-tab-count: 2;"> </span><b style="mso-bidi-font-weight: normal;"> </b></span><br />
<span style="font-family: Arial;"><b>Regras:</b></span></div>
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<span style="font-family: Arial;"><span style="mso-tab-count: 1;"> </span>As redações deverão ser escritas de
próprio puno e ter de 20 a
40 linhas.</span></div>
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<span style="font-family: Arial;"><span style="mso-tab-count: 1;"> </span>Na avaliação, serão considerados os
seguintes critérios:<b style="mso-bidi-font-weight: normal;"> </b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial;">Conteúdo: </span></b><span style="font-family: Arial;">Abrangência,
profundidade, objetividade e afinidade dos assuntos abordados com o tema da
redação;</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial;">Desenvolvimento: </span></b><span style="font-family: Arial;">Concatenação lógica, capacidade de análise e de síntese;</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial;">Domínio da linguagem escrita: </span></b><span style="font-family: Arial;">Correção ortográfica, gramatical, pontuação e riqueza
do vocabulário empregado; </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial;">Criatividade: </span></b><span style="font-family: Arial;"><span style="mso-spacerun: yes;"> </span>Inovação na forma de abordagem do
tema, procurando expressa-lo com estilo e entusiasmo.</span></div>
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<span style="font-family: Arial;">Lembrando que, os autores das redações classificadas
em primeiro lugar, nos dois níveis, em cada região de um Distrito Naval,
receberão o Troféu Cisne Branco, uma viagem a bordo de um navio da Marinha ou
visita a uma de nossas Organizações Militares, além de um prêmio, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“para
mais esclarecimentos procure o Distrito da Marinha de nossa Cidade”.</i></b></span></div>
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<span style="font-family: Arial;"><b><i><a href="https://picasaweb.google.com/escolatancredosanfa/3008PalestraCisneBranco201202?authkey=Gv1sRgCL7OrvDu8dndaA#"> CLICK NESTE LINK PARA VISUALIZAR AS IMAGENS</a> </i></b></span></div>
.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-15146279138249643502012-09-21T10:12:00.001-07:002012-09-21T11:05:51.695-07:00Palestra – Projeto Formas de Ingresso no Exército Brasileiro<!--[if gte mso 9]><xml>
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<span style="color: black; font-family: Arial;">Na manhã do dia 28 de agosto
2012 aconteceu na Escola Estadual Presidente Tancredo de Almeida Neves uma <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Palestra
– Projeto Formas de Ingresso no Exército Brasileiro</i></b> ministrada por <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">José Luiz
Alves da Costa, (Sargento da Junta Militar)</i></b>. Na oportunidade também
houve uma exposição, <i style="mso-bidi-font-style: normal;">“A Missão e
Estrutura do Exército”</i>.<b style="mso-bidi-font-weight: normal;"> </b></span></div>
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<span style="color: black; font-family: Arial;"> <span style="mso-tab-count: 1;"> </span></span><span style="font-family: Arial;">A palestra, além de disseminar a missão e a estrutura
do Exército, apresentou também a estrutura organizacional do Exército Brasileiro,
em suas diferentes áreas <i style="mso-bidi-font-style: normal;">“Militâncias e Voluntário”</i> e como
ingressar. Ressaltando ainda, o trabalho, a carreira, o reconhecimento, até a
forma de ingresso nas forças armadas, evidenciando os seguintes itens: às
escolas de formação, preparações para combates e fortalecimento das fronteiras,
enfim, expôs um pouco do Exército Brasileiro onde o publico alvo é diretamente
os alunos do 3° Ano do Ensino Médio. </span></div>
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.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-17521292010425787142012-08-08T06:53:00.003-07:002012-08-08T06:53:58.267-07:00Informativo para Inscrição do MT PREPARATÓRIO<br />
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" width="320" />
</div>
<br />
<div class="MsoNormal" style="margin-bottom: 10.0pt; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Desde o
último dia 30 está aberto o período de inscrições do programa educacional
‘MT Preparatório’, realizado pelo Governo do Estado, através da Secretaria de
Ciência e Tecnologia (<span id="goog_1296500823"></span><a href="http://www.blogger.com/">Secitec<span id="goog_1296500824"></span></a>), em parceria com a Secretaria de Educação
(Seduc). </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>São ofertadas 10 mil e 450 vagas,
sendo 7.950 na modalidade presencial mediada tecnologicamente (aluno em sala de
aula na escola atendida pelo programa) e 2.500 vagas via <em><span style="font-family: "Arial","sans-serif";">web</span></em> (aluno por meio de um
computador com acesso a internet assiste às aulas por meio de senha e login).
Todos os 141 municípios de Mato Grosso são contemplados pelo maior programa de
ensino à distância do Centro-Oeste. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Os interessados têm até ás 23hs
(horário de Mato Grosso) do dia 08 de agosto para se inscrever através do </span><a href="http://www.secitec.mt.gov.br/TNX/index.php?sid=195"><span style="font-family: "Arial","sans-serif";">site</span></a><span style="font-family: "Arial","sans-serif";"> da Secitec ou no </span><a href="http://www.seduc.mt.gov.br/"><span style="font-family: "Arial","sans-serif";">site</span></a><span style="font-family: "Arial","sans-serif";"> da Seduc. Antes de preencher o </span><a href="http://mtpreparatorio2012.ip.tv/control/EscolheModalidadeEnsino.php"><span style="font-family: "Arial","sans-serif";">formulário de inscrição</span></a><span style="font-family: "Arial","sans-serif";"> o candidato precisa escolher se quer
assistir as aulas preparatórias na sala de aula ou pela internet. Se optar pela
modalidade presencial (sala de aula), o candidato deve observar na lista de
unidades educacionais qual possui o acesso mais próximo.<span class="apple-converted-space"> </span>é a mais próxima. O sistema só permite
uma inscrição por CPF (Cadastro de Pessoas Físicas) e após o preenchimento do
formulário o candidato recebe via e-mail o comprovante da inscrição. Feito esse
processo o candidato aguarda a divulgação dos aprovados, que será no 10 de
agosto. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Com conteúdo voltado para a
preparação de exames seletivos como concurso público, vestibular e
principalmente o Enem (Exame Nacional do Ensino Médio), o ‘MT Preparatório’
está previsto para começar na segunda quinzena de agosto e encerrar no dia 01
de novembro, dois dias antes das provas do Enem 2012, agendadas para serem
aplicadas nos dias 03 e 04, em todo o País. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>As matrículas dos aprovados serão
feitas nas escolas onde o candidato escolheu estudar, entre os dias 14 a 17 de
agosto. Serão exigidos os documentos: cópia de CPF; certidão de nascimento,
casamento ou cédula de identidade; uma foto 3x4 recente; histórico escolar ou
atestado escolar parcial do Ensino Médio e comprovante atualizado de
residência. A falta de algum desses itens relacionados anteriormente impede a
matrícula e assim a vaga no programa. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Os matriculados no 3º ano do Ensino
Médio nas escolas estaduais onde estão instalados os equipamentos tecnológicos
do programa têm prioridade no preenchimento das vagas. Assim também ocorre com
os alunos de seis dos nove municípios (Sinop, Rondonópolis, Diamantino, Alta
Floresta, Barra do Garças e Tangará da Serra) onde há escolas técnicas de
Educação Profissional e Tecnológica do Estado, que ficam sob a administração da
Secitec. Caso esses dois grupos não ocupem as vagas ofertadas, alunos do 3º ano
de outras unidades públicas de Educação e concluintes do Ensino Médio poderão
ocupá-las. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>As aulas do programa educacional
serão realizadas no período noturno, das 19hs às 22h15m, de segunda a
sexta-feira. </span></div>
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<div align="center" style="text-align: center;">
<a href="http://www.secitec.mt.gov.br/TNX/index.php?sid=195"><span style="font-family: "Arial","sans-serif";">Click Neste Link Para Visualizar
Formulário de Inscrição e Edital</span></a><span style="font-family: "Arial","sans-serif";"> </span></div>
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<br /></div>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-32293614610282144012012-08-08T06:52:00.001-07:002012-08-08T06:52:19.337-07:00<br />
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" width="320" />
</div>
<br />
<div class="MsoNormal" style="margin-bottom: 10.0pt; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Desde o
último dia 30 está aberto o período de inscrições do programa educacional
‘MT Preparatório’, realizado pelo Governo do Estado, através da Secretaria de
Ciência e Tecnologia (<span id="goog_1296500823"></span><a href="http://www.blogger.com/">Secitec<span id="goog_1296500824"></span></a>), em parceria com a Secretaria de Educação
(Seduc). </span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>São ofertadas 10 mil e 450 vagas,
sendo 7.950 na modalidade presencial mediada tecnologicamente (aluno em sala de
aula na escola atendida pelo programa) e 2.500 vagas via <em><span style="font-family: "Arial","sans-serif";">web</span></em> (aluno por meio de um
computador com acesso a internet assiste às aulas por meio de senha e login).
Todos os 141 municípios de Mato Grosso são contemplados pelo maior programa de
ensino à distância do Centro-Oeste. </span></div>
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<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Os interessados têm até ás 23hs
(horário de Mato Grosso) do dia 08 de agosto para se inscrever através do </span><a href="http://www.secitec.mt.gov.br/TNX/index.php?sid=195"><span style="font-family: "Arial","sans-serif";">site</span></a><span style="font-family: "Arial","sans-serif";"> da Secitec ou no </span><a href="http://www.seduc.mt.gov.br/"><span style="font-family: "Arial","sans-serif";">site</span></a><span style="font-family: "Arial","sans-serif";"> da Seduc. Antes de preencher o </span><a href="http://mtpreparatorio2012.ip.tv/control/EscolheModalidadeEnsino.php"><span style="font-family: "Arial","sans-serif";">formulário de inscrição</span></a><span style="font-family: "Arial","sans-serif";"> o candidato precisa escolher se quer
assistir as aulas preparatórias na sala de aula ou pela internet. Se optar pela
modalidade presencial (sala de aula), o candidato deve observar na lista de
unidades educacionais qual possui o acesso mais próximo.<span class="apple-converted-space"> </span>é a mais próxima. O sistema só permite
uma inscrição por CPF (Cadastro de Pessoas Físicas) e após o preenchimento do
formulário o candidato recebe via e-mail o comprovante da inscrição. Feito esse
processo o candidato aguarda a divulgação dos aprovados, que será no 10 de
agosto. </span></div>
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<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Com conteúdo voltado para a
preparação de exames seletivos como concurso público, vestibular e
principalmente o Enem (Exame Nacional do Ensino Médio), o ‘MT Preparatório’
está previsto para começar na segunda quinzena de agosto e encerrar no dia 01
de novembro, dois dias antes das provas do Enem 2012, agendadas para serem
aplicadas nos dias 03 e 04, em todo o País. </span></div>
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<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>As matrículas dos aprovados serão
feitas nas escolas onde o candidato escolheu estudar, entre os dias 14 a 17 de
agosto. Serão exigidos os documentos: cópia de CPF; certidão de nascimento,
casamento ou cédula de identidade; uma foto 3x4 recente; histórico escolar ou
atestado escolar parcial do Ensino Médio e comprovante atualizado de
residência. A falta de algum desses itens relacionados anteriormente impede a
matrícula e assim a vaga no programa. </span></div>
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<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Os matriculados no 3º ano do Ensino
Médio nas escolas estaduais onde estão instalados os equipamentos tecnológicos
do programa têm prioridade no preenchimento das vagas. Assim também ocorre com
os alunos de seis dos nove municípios (Sinop, Rondonópolis, Diamantino, Alta
Floresta, Barra do Garças e Tangará da Serra) onde há escolas técnicas de
Educação Profissional e Tecnológica do Estado, que ficam sob a administração da
Secitec. Caso esses dois grupos não ocupem as vagas ofertadas, alunos do 3º ano
de outras unidades públicas de Educação e concluintes do Ensino Médio poderão
ocupá-las. </span></div>
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<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>As aulas do programa educacional
serão realizadas no período noturno, das 19hs às 22h15m, de segunda a
sexta-feira. </span></div>
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<a href="http://www.secitec.mt.gov.br/TNX/index.php?sid=195"><span style="font-family: "Arial","sans-serif";">Click Neste Link Para Visualizar
Formulário de Inscrição e Edital</span></a><span style="font-family: "Arial","sans-serif";"> </span></div>
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<br /></div>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-79895342370732172092012-07-04T05:41:00.003-07:002012-07-04T06:40:55.976-07:00Festa Junina da Escola Tancredo<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfEIA8qXSCeePkVaMOzk2WVVC8pcktC0vsN4s-cDyeEs9BGP4daUOLAMMKa1-0ENr69PQmDcRomGH_K3vsYBSM-IXzjujZxaCwXVfiFfxctTRWBwzzrVCX4UJxwF4kmGlT31OMuwEIoVP4/s1600/DSC05927.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfEIA8qXSCeePkVaMOzk2WVVC8pcktC0vsN4s-cDyeEs9BGP4daUOLAMMKa1-0ENr69PQmDcRomGH_K3vsYBSM-IXzjujZxaCwXVfiFfxctTRWBwzzrVCX4UJxwF4kmGlT31OMuwEIoVP4/s640/DSC05927.JPG" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: large;">No dia 12 de junho a Escola Estadual Presidente Tancredo de Almeida Neves realizou sua quadrilha caracterizada por danças, comidas típicas, bandeirinhas, e assim dando seguimento a esta tradição genuinamente Brasileira a <i><b>Festa Junina</b></i>, que se inicia no dia 12 de Junho, véspera do dia de Santo Antônio e encerra no dia 29, dia de São Pedro.</span></div>
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<span style="font-size: x-large;"><a href="https://picasaweb.google.com/escolatancredosanfa/FotosQuadrilha?authkey=Gv1sRgCKiPlK6d2ZfNNA#" style="font-family: Arial,Helvetica,sans-serif;">Click Neste Link Para Visualizar as Imagens </a></span></div>
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<br />.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-79757023760640909672012-06-18T09:44:00.001-07:002012-07-04T05:54:41.170-07:00Palestra Sobre Educação no Trânsito.<span id="goog_1943604158"></span><span id="goog_1943604159"></span><a href="http://www.blogger.com/"></a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicC6WFMh70xR7T9QQsGa-6nNVaO6-UxDGs9UuPtPQz5kpFf6nNv1WT5Wg_Xa7XK9SBAZRePwEHFzdasTPiuq0Is1-taz2KQsW0hplI8l3eyEzjjUb6E5GRnaka7_QVkESG9ZbSUJkOLJL5/s1600/DSC00626.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicC6WFMh70xR7T9QQsGa-6nNVaO6-UxDGs9UuPtPQz5kpFf6nNv1WT5Wg_Xa7XK9SBAZRePwEHFzdasTPiuq0Is1-taz2KQsW0hplI8l3eyEzjjUb6E5GRnaka7_QVkESG9ZbSUJkOLJL5/s400/DSC00626.JPG" width="400" /></a></div>
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<span style="font-size: small;">No dia 29-05-2012, esteve presente na Escola Presidente Tancredo de Almeida Neves, o Diretor Regional de Educação de Transito / DETRAN de Barra do Garças Srº. João Félix, para ministrar uma palestra voltada diretamente a Educação no Transito, no sentido de despertar a atenção para os cuidados que devem ser tomados no trânsito. Abordando os Seguintes Temas :</span></div>
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• Alto Custo para o País:</span></div>
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O Brasil tem prejuízo anual alto com acidentes de trânsito. São custos com perdas em produção, custos médicos, previdência social, custos legais, perdas materiais, despesas com seguro e custos com emergências entre outros.</div>
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• Excesso de Velocidade:</span></div>
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Os atropelamentos são responsáveis por inúmeras mortes nas estradas brasileiras. O pedestre só tem chance de sobreviver se o veículo estiver a 30 km/h. Se o motorista estiver a 40 km/h, a chance de óbito vai para 15%. A 60 km/h, a chance de morte cresce assustadoramente, vai para 70%. E, caso o pedestre seja apanhado a 80 km/h, provavelmente não terá qualquer chance de sobreviver. Com estas evidências fica claro que alta velocidade se destaca como grande motivo dos acidentes . </div>
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• Principais Causas de Acidentes:</span></div>
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<span style="font-size: small;">Dirigir sob efeito de álcool e substâncias entorpecentes,</span></div>
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Trafegar em velocidade inadequada,</span></div>
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Inexperiência e falta de conhecimento,</span></div>
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Falta de atenção e falha de observação.</span></div>
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• Álcool e Drogas</span></div>
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Metade das mortes no trânsito envolvem motoristas embriagados. Mesmo em pequenas doses, o álcool prejudica a percepção de velocidade e distância, pode causar dupla visão e incapacidade de coordenação. A pessoa alcoolizada tende também a fixas os olhos em movimento e não consegue observar tudo o que acontece no trânsito. Algumas drogas para tirar o sono podem fazer o condutor dormir de olhos abertos.</div>
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• Direção Defensiva:</span></div>
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Você sabe o que é isso?</span></div>
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Direção defensiva é dirigir com objetivo de prevenir acidentes, atento às ações incorretas de outros motoristas e das possíveis condições adversas da pista e do tempo. Trata-se da prática de dirigir com segurança, reduzindo a possibilidade de ser envolvido em acidentes de trânsito.</div>
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• Dicas Para Um Bom Motorista</span></div>
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<span style="font-size: small;">Conheça as leis do trânsito,</span></div>
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Use sempre cinto de segurança,</span></div>
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Conheça detalhadamente o veículo,</span></div>
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Mantenha seu veículo sempre em boas condições de funcionamento,</span></div>
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Faça a previsão da possibilidade de acidentes e seja capaz de evitá-los,</span></div>
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Tome decisões corretas com rapidez nas situações de perigo,</span></div>
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Não aceite desafios e provocações,</span></div>
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Não dirija cansado, sob efeito de álcool e drogas,</span></div>
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Veja e seja visto,</span></div>
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Não abuse de auto-confiança para não colocar a sua vida e nem a de outros em risco.</span></div>
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• Não Dirija Se...</span></div>
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Não estiver em boas condições físicas e psicológicas, sofrendo de fadiga, sonolência ou após ingerir bebidas alcoólicas ou substâncias entorpecentes. </div>
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<i><span style="font-size: large;">"A educação é o instrumento capaz de formar cidadãos mais conscientes e preparados para enfrentar a vida e o trânsito."</span></i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhiO0T_omRS24oUle20XQFn-IHHUN2ZqXICPjhyZVcUWCIe8o_v8z4toRJbePOisuMmsj8VV5FuygcmSiqMLNZ-nWZaWuLe7W0iMNV4ITgdbG3mU9L9FOaCTQq9-JPZZ2yNvVRGIdBlDdn/s1600/DSC00630+-+C%C3%B3pia.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaI0Da924pMeNQiuojidVygxiD8DyQcNah3CgnZZrD5jSV1Zef9fY_bygfC5-xIQ6eQBA1iknJAPxzHt9a9VMZ3v1bI1isEbklwvkEA0MeDjYTdWeOcuhvIJjWhaKnP1g6QKGwCJXBaYJu/s1600/DSC00631+-+C%C3%B3pia.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a><br />
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<span style="font-size: x-large;"><a href="https://picasaweb.google.com/escolatancredosanfa/FotosPalestraEducacaoNoTransito?authkey=Gv1sRgCJe669b8xrjK8wE#">Click Neste Link Para Visualizar as Imagens</a></span></h3>
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.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-71119668065642911872012-06-01T11:21:00.003-07:002012-07-04T05:55:08.630-07:00Comemoração ao dia 19 de Abril<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYLlQCFR0pvQENn8L26Arm4qMnnpmZauqKL07B4k8Ge9ALzbpHBcgIs77BLcCuqd_yX_oG2QeEioV1r6-SR_RVz96GRS1rES2VuD1XNrldVc7g_ZIaQvnS50c-ABfjh1Dqfebl2rIl6zsR/s1600/DSC05793.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/AVvXsEgYLlQCFR0pvQENn8L26Arm4qMnnpmZauqKL07B4k8Ge9ALzbpHBcgIs77BLcCuqd_yX_oG2QeEioV1r6-SR_RVz96GRS1rES2VuD1XNrldVc7g_ZIaQvnS50c-ABfjh1Dqfebl2rIl6zsR/s320/DSC05793.JPG" width="320" /></a> <span style="font-family: "Trebuchet MS",sans-serif;">Comemoramos todos os anos, no dia 19 de Abril, o dia do Índio neste dia do ano ocorre vários eventos dedicados à valorização da cultura indígena. Nas escolas, os alunos costumam fazer pesquisas sobre a cultura indígena, e em dedicação a este dia dedicado aos nossos irmãos Indígenas a </span><b><i>Escola Estadual Tancredo de Almeida Neves</i></b><span style="font-family: "Trebuchet MS",sans-serif;">, cedeu seu espaço e horários o qual foram apresentados Vídeos e Palestras onde foram abordados temas relacionados a sua Cultura Milenar, objetivando a conscientização e reflexão sobre a importância da preservação dos povos indígenas, da suas terras e respeito às suas manifestações culturais. Devemos lembrar também, que os índios já habitavam nosso país quando os portugueses aqui chegaram em 1500. Desde esta data, o que vimos foi o desrespeito e a diminuição das populações indígenas. Este processo ainda ocorre, pois com a mineração e a exploração dos recursos naturais, muitos povos indígenas estão perdendo suas terras.</span></div>
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<span style="font-size: x-large;"><a href="https://picasaweb.google.com/escolatancredosanfa/ComemoracaoAoDiaDoIndio?authkey=Gv1sRgCPyRq6nd1L-dAw#">Clik Neste Link Para Visualizar Todas as Imagens</a></span></div>
.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-78639649774675877182012-05-23T06:26:00.001-07:002012-06-01T12:14:09.262-07:00Dia Internacional da Mulher<br />
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<span style="font-size: 16pt;">Escola Estadual Tancredo de Almeida Neves Homenageia
o dia Internacional da Mulher.</span></div>
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<span style="font-size: medium;">No dia 08
de março de 2012, a Escola Tancredo Neves Comemorou o dia
Internacional da Mulher, através de cartazes com frases e
Apresentações Teatral desenvolvidas por Profissionais e Alunos
desta Escola, e com isso homenageando e valorizando a sua importância
em todos os sentidos bem como Social, Profissional e Familiar.</span></div>
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<br />
<div class="western" style="margin-bottom: 0cm; text-align: center;">
<span style="font-size: medium;">A beleza
de uma mulher não está na expressão facial, mas a verdadeira
beleza de uma mulher está refletida em sua alma.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: center;">
<span style="font-size: medium;">Está no
carinho que ela amorosamente dá, na paixão que ela demonstra e na
sensibilidade que ela transmite!!!</span></div>
<div style="text-align: center;">
<br /></div>
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<br /></div>
</div>
</div>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-65085022772459707812011-11-03T18:23:00.000-07:002011-11-03T18:23:29.608-07:00Elições CDCE E DIRETORES<span style="color: red;"><strong>Comunidade escolar se organiza para eleição para CDCE e diretores </strong></span><br />
<br />
<br />
Pais, estudantes, professores se preparam para vivenciar um importante momento na construção da gestão democrática em Mato Grosso, diante do processo eleitoral para composição de novos membros dos Conselhos Deliberativos da Comunidade Escolar (CDCE) e de diretores de unidades escolares de Mato Grosso para o biênio 2012/2013. Os meses de novembro e dezembro serão marcados por intensas atividades para eleição. Somando somente o número de estudantes matriculados na rede e de professores em exercício, estima-se que mais de 500 mil pessoas participem do momento de democracia. <br />
“Todos os segmentos da comunidade devem participar, contribuir para que uma educação, cada vez de mais qualidade, chegue a todos os alunos”, explica a secretaria adjunta de Políticas Educacionais da Secretaria de Estado de Educação de Mato Grosso (Seduc/MT), Fátima Resende.<br />
Seguindo a proposta implementada em Mato Grosso, todos os candidatos a diretor de unidade terão de apresentar uma proposta de trabalho para os segmentos (pais, alunos, servidores e professores) que integram o Conselho Deliberativo da Comunidade Escolar (CDCE). Eles serão eleitos 30 dias antes dos diretores justamente para que possam auxiliar na construção e aperfeiçoamento do plano. <br />
Esse será construído em consonância com a Política Educacional do Estado. A apresentação em assembléia é dispositivo obrigatório previsto pela Portaria 473/2011 (publicada em Diário Oficial do Estado, na data de 25/10).<br />
Para condução do processo de seleção cada unidade terá uma Comissão Eleitoral Escolar que será composta por representantes dos profissionais da educação básica; pais e alunos maiores de 14 anos. <br />
<br />
Quem pode se candidatar<br />
<br />
Para candidatar-se à função de diretor escolar de que trata a Lei Estadual nº.7.040/1998, o integrante do quadro dos Profissionais da Educação Básica deve ser ocupante de cargo efetivo ou estável do quadro dos Profissionais da Educação Básica; ter no mínimo 02 (dois) anos de efetivo exercício ininterruptos imediatamente anterior a data de inscrição, prestados na unidade escolar que pretende dirigir; ser habilitado em nível de Licenciatura Plena ou Curta.<br />
<br />
Gestão Democrática<br />
<br />
As eleições para diretor das unidades escolares faz parte do processo de Gestão Democrática Escolar, que foi implantado em Mato Grosso no ano de 1.998, com a aprovação da Lei Nº 7.040. Com ela, o diretor da escola passou a ser escolhido de forma democrática pela comunidade escolar. Da mesma forma implantou-se os Conselhos Deliberativos da Comunidade Escolar (CDCEs) e também a Comissão Eleitoral. <br />
A coordenadora de Gestão Escolar da Seduc, Alcimaria Ataídes da Costa, explica que a ‘a eleição para diretor de escola da rede estadual será realizada no dia 13 de dezembro, das 8h às 20h, com votação manual’..http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-26842715708520821992011-10-19T18:25:00.000-07:002011-10-19T18:25:44.189-07:00CRONOGRAMA SEMANA DA JUVENTUDE<br />
<br />
CRONOGRAMA <br />
<br />
Mês de outubro/2011 <br />
<br />
SEMANA DA JUVENTUDE<br />
<br />
DIA PROGRAMAÇÃO<br />
<br />
Segunda – Feira <br />
<br />
24/10 -1ª e 2ª aula alunos dos turnos matutino e vespertino -todos no matutino<br />
<br />
obs: cada professor ficará com a turma da qual é responsável.<br />
<br />
Aulas Temáticas – Tema: Juventude “Protagonismo jovem” <br />
<br />
3ª e 4ª aulas-( definição e ensaio do que será apresentado na noite cultural)<br />
<br />
obs: cada professor ficará com a turma da qual é responsável.<br />
<br />
Vespertino: livre para preparação da noite cultural- com os alunos dos 3 turnos “se necessário”<br />
<br />
<br />
<br />
Noturno- 1ª e 2ª aula - Aulas Temáticas – Tema: Juventude “Protagonismo jovem” <br />
<br />
obs: cada professor ficará com a turma da qual é responsável.<br />
<br />
3ª e 4ª aulas-( definição e ensaio do que será apresentado na noite cultural)<br />
<br />
obs: cada professor ficará com a turma da qual é responsável.<br />
<br />
Terça-Feira <br />
<br />
25/10<br />
<br />
7:30hs Gincana -Alunos do matutino e vespertino e todos os profissionais da escola<br />
<br />
<br />
19:00hs Gincana <br />
Alunos do noturno- e todos os profissionais da escola <br />
<br />
Quarta- Feira <br />
<br />
26/10 Matutino- 1ª e 2ª aulas - normais<br />
<br />
3ª e 4ª aulas - Preparação para a Noite Cultural<br />
<br />
obs: cada professor ficará com a turma da qual é responsável<br />
<br />
vespertino- 1ª e 2ª aulas - normais<br />
<br />
3ª e 4ª aulas - Preparação para a Noite Cultural<br />
<br />
obs: cada professor ficará com a turma da qual é responsável<br />
<br />
Noite Cultural: Tema Protagonismo jovem<br />
<br />
- professores responsáveis/ turma: <br />
<br />
1º A 1- Alex<br />
<br />
1º A2- – Mayso <br />
<br />
1º A3 - Elismar<br />
<br />
2º A3 - Aelso<br />
<br />
2º A1 – JAMIL<br />
<br />
2º A 2 - Ezequiel<br />
<br />
3º A1 – Riza<br />
<br />
3º A2 – GLECY<br />
<br />
Noturno<br />
<br />
1º Ano – KARLA<br />
<br />
2º Ano- Leonor<br />
<br />
3º Ano – Rosa <br />
<br />
Quinta-Feira<br />
<br />
7:30 horas <br />
<br />
27/10 Passeio <br />
LOCAL: sugestão: <br />
<br />
Confirmar local e transporte.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-24659140848106630872011-10-19T18:18:00.000-07:002011-10-19T18:18:51.854-07:00semana da juventude-2011ESTADO DE MATO GROSSO<br />
<br />
SECRETARIA DE ESTADO DE EDUCAÇÃO<br />
<br />
ESCOLA ESTADUAL PRES. TANCREDO DE ALMEIDA NEVES<br />
<br />
SÃO FÉLIX DO ARAGUAIA<br />
<br />
ANO - 2011<br />
<br />
<br />
<br />
GINCANA DA JUVENTUDE ANO 2011.<br />
DATA:25/10/2011<br />
<br />
ATIVIDADES DA GINCANA DA JUVENTUDE ANO 2011.<br />
<br />
O Grupo da Escola será dividido em 02 (duas) equipes que se apresentarão pelas cores verde e branco e estes deverão se apresentar no dia da Gincana caracterizados nas cores escolhidas.<br />
<br />
Será entregue aos alunos de forma alternados no dia anterior fitas nas cores verde e branca.<br />
<br />
Deverá ser escolhido com antecedência duas pessoas para compor o júri e os mesmos devem receber o regulamento da gincana.<br />
<br />
Prova da caracterização<br />
<br />
A equipe que se apresentar mais caracterizada no dia da Gincana receberá a seguinte pontuação:<br />
<br />
1° lugar- 20 pontos<br />
<br />
2° lugar – 10 pontos <br />
<br />
<br />
01 - Confusão de Sapatos <br />
<br />
<br />
Passos:<br />
<br />
-Traçam-se 02 linhas paralelas a uma distância de 10m.<br />
<br />
-Atrás de uma das linhas, a de partida, ficam alinhados os participantes (04 de cada equipe) <br />
<br />
- atrás da outra linha, ficam os sapatos dos participantes, todos misturados e amarrados com pés trocados.<br />
<br />
- Ao sinal de partida, todos correm para a linha de chegada, e cada qual procura calçar o seu sapato. Este deve ser amarrado ou abotoado, conforme a necessidade. Em seguida, retorna-se à linha de partida.<br />
<br />
- O primeiro que transpuser a linha de partida, devidamente calçado com o seu sapato, será o vencedor.<br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
<br />
02- Adivinhando objetos. <br />
<br />
01- Material: Giz e quadro negro.<br />
<br />
02- Desenvolvimento:<br />
<br />
- O coordenador divide o grupo em duas equipes, com igual número de participantes (05). Cada qual recebe um giz.<br />
<br />
- Coloca-se o quadro negro a uma boa distância dos participantes. O exercício consiste no seguinte: A equipe deverá adivinhar o nome oculto e, para consegui-lo o animador de cada equipe farão mímicas, com três chances/pistas. Tão logo algum membro da equipe descobrirá do que se trata e escreve seu nome no quadro.<br />
<br />
Total de mímicas – 05 para cada equipe. <br />
<br />
N°. de tentativas/mímicas – 03 chances por palavra <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
Resultado final da prova: a equipe vencedora será aquela que conseguir adivinhar o maior número de mímicas. <br />
<br />
03-Inflando Balões <br />
<br />
1- Material: 15 balões para cada equipe e barbante ou linha para amarrar a boca dos balões.<br />
<br />
2-Desenvolvimento:<br />
<br />
- Cada equipe terá 02 (dois) participantes. Cada qual recebe uma quantidade de balões, sem ar. A um sinal do animador, e no espaço de 01(um) minuto, as equipes procuram inflar todos os seus balões. Ganha a equipe que conseguir a maior quantidade. Tempo: 1 minuto <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
04-Quebra Cabeças de Balões <br />
<br />
Antes da brincadeira, pegue tiras de papel e escreva em cada uma, palavra(s) e coloque dentro dos balões e os encha. Deixe-os separados de modo que os balões contendo as peças de cada frase não se misturem.<br />
<br />
Divida o pessoal em dois times. Os participantes de cada equipe serão 03 (três) e estes deverão pegar os balões vazios e enchê-los até estourar e ir passando os papéis encontrados nos balões para a equipe de apoio (03 de cada equipe) que estarão receptando as palavras e montando a frase. O grupo que montar primeiro a frase que estava dentro dos balões oponentes, vence; Se ninguém montar a frase zera a prova. <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
05-Torta na Cara<br />
<br />
Escolhe-se seis (06) participantes de cada equipe, são dois participantes por vez, cada um com um prato de “Torta” na mão direita, a mão esquerda para trás, então o coordenador responsável pela gincana, faz uma pergunta de ordem de conhecimentos gerais e conhecimentos específicos por área de conhecimento e os participantes devem responder. O participante que levantar a mão primeiro terá o direito de responder primeiro. Se ele errar, o ponto vai para equipe adversária e o adversário terá que lambuzar a cara do participante da equipe que errou. Caso o contrário, o participante lambuzará a cara do participante da outra equipe, “lógico que sem violência“. Depois pode ser chamada a próxima dupla e assim por diante.<br />
<br />
Vence a equipe que responder o maior número de perguntas.<br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
06- Corrida de casais (com pés amarrados) <br />
<br />
<br />
Escolhe-se 02 (dois) casais de cada equipe e a cada um destes entrega-se um barbante para que possam amarrar uma das pernas de um participante na perna de seu (sua) companheiro (a). Após estarem preparados, dá o sinal de partida e a dupla que chegar primeiro na linha de chegada, ganha o jogo. <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos<br />
<br />
2º lugar – 10 pontos<br />
<br />
07- Mordida na maçã <br />
<br />
Escolhe-se dois (02) competidores de cada time e 01 participante irá segurar a maçã pendurada por um barbante e o outro com as mãos para trás tentará dar uma mordida na maçã (a mordida tem de ser considerável). A dupla que conseguir primeiro dar a mordida, ganha o jogo. <br />
<br />
(Será disputado nas modalidades masculino e feminino) <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
08- Ovo na colher <br />
02 (dois) participantes de cada equipe. <br />
<br />
01 participante coloca o ovo na colher e deverá alcançar a linha anteriormente demarcada onde estará o outro participante de sua equipe que receberá o ovo pela colher (sem colocar a mão) e fará o percurso até a linha de partida inicial do 1º participante. <br />
<br />
A equipe que fizer o percurso primeiro sem deixar o ovo cair ganhará a prova. Caso deixem cair o ovo durante a prova deverão retornar ao local de onde saíram e reiniciar o jogo. <br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
09- Corrida de saco <br />
Cada equipe escolherá 04(quatro) representantes (02 masc. e 02 fem.) para a corrida de saco. As duas equipes correrão juntas e deste modo ganhará a competição o participante que chegar primeiro.<br />
Modalidade: masculino e feminino. <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos<br />
<br />
2º lugar – 10 pontos <br />
10- Bexiga com água <br />
Cada equipe escolherá 04 participantes (02 masc. 02 fem.) para representá-la. <br />
A competição será nas modalidades masculino e feminino. <br />
Um participante joga o balão com água e o outro tenta receptá-lo sem estourar. (medir a distância entre o casal no momento da competição). <br />
Vence a equipe que conseguir pegar sem estourar o maior número de bexigas. <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos <br />
<br />
2º lugar – 10 pontos <br />
<br />
11 – Dança com a laranja <br />
<br />
02 casais de cada equipe <br />
<br />
Começa a música e cada equipe deverá dançar sem deixar a laranja cair. A equipe que conseguir permanecer dançando até a música cessar vencerá a competição. <br />
<br />
Pontuação <br />
<br />
1º lugar – 20 pontos<br />
<br />
2º lugar – 10 pontos<br />
<br />
12- Competição de embaixadinhas <br />
<br />
Escolhe-se um representante de cada equipe. <br />
<br />
Marca-se 02 minutos para cada equipe e o seu representante deverá realizar as embaixadinhas, podendo utilizar os pés alternadamente. A equipe que fizer mais embaixadinhas ganha essa competição. A equipe que deixar a bola cair não terá oportunidade de reiniciar o jogo. <br />
<br />
Modalidades: masculino e feminino <br />
<br />
Pontuação <br />
<br />
1° lugar – 20 pontos<br />
<br />
2° lugar – 10 pontos<br />
<br />
13- Competição do Vestuário<br />
Um (01) casal de cada equipe.<br />
<br />
Ao toque do sinal cada equipe terá 01(um) minuto para que o casal corra até a linha de chegada, anteriormente demarcada, e comece a vestir as peças de roupas que estão do outro lado da linha de chegada. Entretanto, o casal deverá vestir trocado: o homem vestirá os trajes de mulher e a mulher, de homem. <br />
<br />
A competição será de uma equipe por vez. Ganhará a equipe que conseguir vestir mais peças. <br />
<br />
Tempo: 01 minuto. <br />
<br />
Pontuação <br />
<br />
1° lugar – 20 pontos <br />
<br />
2° lugar – 10 pontos<br />
<br />
SERÁ O CAMPEÃO DA GINCANA A EQUIPE QUE FIZER O MAIOR NÚMERO DE PONTOS NA CLASSIFICAÇÃO GERAL. A OUTRA EQUIPE SERÁ PREMIADA COM O 2° LUGAR. <br />
<br />
<br />
Premiação surpresa.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-89306562281708303782011-10-06T11:06:00.000-07:002011-10-06T11:06:50.810-07:00Regimento Interno Escolar<a href="http://www.scribd.com/doc/67776005/Regimento-Escolar-Escola-Tancredo" style="display: block; font: 14px Helvetica,Arial,Sans-serif; margin: 12px auto 6px; text-decoration: underline;" title="View Regimento Escolar Escola Tancredo on Scribd">Regimento Escolar Escola Tancredo</a><iframe class="scribd_iframe_embed" data-aspect-ratio="0.772727272727273" data-auto-height="true" frameborder="0" height="600" id="doc_9725" scrolling="no" src="http://www.scribd.com/embeds/67776005/content?start_page=1&view_mode=list&access_key=key-uy7an40khhmoubpz9hk" width="100%"></iframe><script type="text/javascript">
(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();
</script>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-86845152122469393162011-09-28T05:51:00.000-07:002011-09-28T05:54:00.884-07:00 Período de greve e os dias previstos para a reposição.<br />
<br />
06/06 -15/07 Segunda-feira<br />
<br />
07/06 - 06/08 Terça-feira<br />
<br />
08/06 -13/08 Quarta-feira<br />
<br />
09/06 -20/08 Quinta-feira<br />
<br />
10/06 -27/08 Sexta-feira<br />
<br />
13/06 -03/09 Segunda-feira<br />
<br />
14/06 -10/09 Terça-feira<br />
<br />
15/06 -17/09 Quarta-feira<br />
<br />
16/06 -24/09 Quinta-feira<br />
<br />
17/06 -01/10 Sexta-feira<br />
<br />
20/06 -08/10 Segunda-feira<br />
<br />
21/06 -15/10 Terça-feira<br />
<br />
22/06 -22/10 Quarta-feira<br />
<br />
27/06 -05/11 Segunda-feira<br />
<br />
28/06 -12/11 Terça-feira<br />
<br />
29/06 -14/11 Quarta-feira<br />
<br />
30/06 -19/11 Quinta-feira<br />
<br />
01/07- 26/11 Sexta-feira<br />
<br />
04/07 -03/12 Segunda-feira<br />
<br />
ENCERRAMENTO II BIMESTRE- 20/08/2011<br />
<br />
ENCERRAMENTO III BIMESTRE- 19/10/2011<br />
<br />
ENCERRAMENTO IV BIMESTRE- 23/12/2011.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-54292769510634234942011-09-28T05:38:00.000-07:002011-09-28T05:38:00.553-07:008 motivos para fazer o ENEM<span style="color: red;"><strong>8 motivos para fazer (bem) o Enem</strong></span><br />
<span style="color: red;"><strong>1-Serve como auto avaliação</strong></span>Como o Enem é uma prova preparada para os alunos que estão concluindo o Ensino Médio, serve também como uma avaliação individual. "A partir do resultado da prova, o estudante pode descobrir como está ao final da escola, fazer um balanço do que aprendeu e do que não aprendeu".<br />
<strong><span style="color: red;">2-Simulador do vestibular</span></strong><br />
Às vésperas do vestibular, ter mais um momento de aprendizado é algo valioso para quem passou o ano estudando. "Embora alguns concursos tenham características diferentes, porém quem consegue ler, interpretar gráficos e se sair bem em uma prova indisciplinar como o Enem também fará uma pontuação boa no vestibular. <br />
<strong><span style="color: red;">3-Seleciona para instituição do ensino superior</span></strong><br />
Para quem pretende ingressar nas universidades federais que adotaram o Enem como critério único de seleção, não é nem preciso dizer que a prova precisa ser feita com muita seriedade. Atualmente, o Sisu, sistema por meio do qual as instituições públicas de educação superior participantes selecionam novos estudantes exclusivamente pela nota do Enem, é aderido no Brasil todo por cinco universidades estaduais, 39 federias e 38 Institutos Federias de Educação, Ciência e Tecnologia. Além, disso o Enem já é utilizado como vestibular por mais de 500 universidades e faculdades particulares inseridas no ProUni (Programa Universidade para Todos). Por isso, vale lembrar: ter um bom desempenho no Enem é importante para quem quer cursar um ensino superior de qualidade.<br />
<strong><span style="color: red;">4-Serve de seleção para futuros empregos</span></strong><br />
É possível que a nota no Enem se torne uma referência em seleções de emprego. "Em muitas seleções, é comum pedir que o candidato escreva uma redação. Portanto, é possível que, com o Enem, os empregadores passem a considerar a nota da redação como parte do processo seletivo", tanto com relação à continuidade dos estudos quanto à sua inclusão no mundo do trabalho. A avaliação pode servir como complemento do currículo para a seleção de emprego".<br />
<ol><li><strong><span style="color: red;">5-É obrigatório para concorrer a bolsa do PROUNI</span></strong></li>
</ol>Um dos critérios para que estudantes de baixa renda consigam uma bolsa de estudos pelo Programa Universidade para Todos (ProUni) em instituições privadas é ter conseguido obter a nota mínima de 45 pontos no Enem. Quanto maior a sua nota, maior a chance de conseguir a tão sonhada bolsa de estudos para entrar na universidade.<br />
<strong><span style="color: red;">6-Indicador de qualidade das escolas</span></strong><br />
Educadores, professores, diretores de escolas e até o Inep concordam que o Enem não deve ser o único indicador de qualidade considerado na hora de escolher a escola em que uma criança ou adolescente vai estudar, mas é um dos indicadores. Por isso, quanto mais alunos de uma escola fizerem a prova com seriedade, respondendo a todas as questões e fazendo a redação, mais a nota da escola será um reflexo real da qualidade (ou da falta de) da escola. <br />
<strong><span style="color: red;">7-Avaliador interno das escolas</span></strong><br />
Analisando o desempenho de cada um dos seus alunos, a escola pode fazer uma avaliação do seu ensino e, assim, melhorar o que precisa ser melhorado. "Com um Enem bem feito pelos estudantes, as escolas têm como ter uma exata noção de como seus alunos estão saindo do Ensino Médio". Mas, se os alunos não levam a prova a sério, os colégios acabam ficando com uma visão distorcida do seu desempenho. Se os estudantes não fizerem a redação, por exemplo, a escola nunca saberá o desempenho real dos alunos ao final do Ensino Médio. <br />
<span style="color: red;">8-Indicador da qualidade do Ensino Médio dos municípios e estados brasileiros</span><br />
Além de avaliar aluno por aluno e constituir um bom indicador de qualidade das escolas, a nota do Enem pode refletir também a qualidade da Educação nos estados e municípios. "Estados e municípios podem usar o Enem para tentar melhorar a qualidade das suas escolas. Por isso, é importante que a nota do aluno reflita a realidade do aprendizado",.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-89111127565075202472011-09-26T16:01:00.001-07:002011-09-27T10:43:13.940-07:00PROJETO:CIÊNCIAS E OS NÚMEROS DA VIDAESTADO DE MATO GROSSO<br />
SECRETARIA DE ESTADO DE EDEUCAÇÃO<br />
ESCOLA ESTADUAL PRESIDENTE TANCREDO DE ALMEIDA NEVES<br />
<br />
<strong>DIRETOR</strong>: Bartolomeu Pereira de Souza<br />
<br />
<strong>Coordenadoras pedagógica</strong>:<br />
Neuzilene Gomes Pereira<br />
Nilza Pereira Maranhão<br />
<br />
<br />
<br />
<strong>Ciências e os Números da vida</strong> <br />
<br />
Autores:<br />
<br />
Elismar Rodrigues da Silva <br />
Ezequiel Aguiar de Oliveira<br />
<br />
Colaboradores:<br />
<br />
Joaquim Jamil Freitas<br />
Laura Neide de Sousa Ferreira <br />
Leonor Alves dos Santos <br />
Maria Gleci Alfaro S. Pires<br />
Rosa de Lima<br />
Vânia <br />
Zeila<br />
<br />
PAIS<br />
<br />
São Félix do Araguaia, Março de 2011<br />
<br />
1. Introdução<br />
Em um grande número de nossas escolas, as aulas de ciências, biologia, matemática, geografia português, e, outras, na forma em que são ministradas, não possibilitam que os alunos desenvolvam uma aprendizagem efetiva dos conteúdos escolares, pois o estado de passividade destes é uma realidade escolar e é destacado como um dos fatores que influem negativamente no desenvolvimento do processo de ensino e aprendizagem nos diferentes níveis de escolaridade. Os alunos perdem o interesse diante de componentes curriculares que nada tem a ver com a sua vida, com suas preocupações, com suas dúvidas, com seus anseios, Muitas vezes decora, de forma forçada, aquilo que precisa saber para prestar exames e, passadas as provas, tudo cai no esquecimento.<br />
<br />
(BIZZO, 1998) Propõe alguns pressupostos que orientam a educação em Ciências da Natureza, afirma que a educação deve proporcionar a todos os estudantes a oportunidade de desenvolver capacidades, que neles despertem a inquietação diante do desconhecido, buscando explicações lógicas e razoáveis, levando os alunos a desenvolverem posturas críticas, realizar julgamentos e tomar decisões fundamentadas em critérios objetivos, baseados em conhecimentos compartilhados por uma comunidade escolarizada.<br />
<br />
As informações de (CHASSOT, 2000) corroboram com as de (BIZZO, 1998), ao abordar a alfabetização científica e a cidadania, o autor ressalta que a maior responsabilidade do ato de ensinar ciências, seria a preocupação de que os alunos e alunas se transformem, a partir desse ensino em homens e mulheres mais críticos. O autor considera a ciência como uma linguagem para facilitar nossa leitura do mundo, daí a importância da alfabetização científica: combater o cienticismo, salientando o fato de que essa linguagem é um construto humano, logo mutável e falível. Sendo assim, a alfabetização científica se configura como um conjunto de conhecimentos que facilitariam aos indivíduos realizarem uma leitura do mundo onde vivem, entendendo as necessidades de transformá-lo, e transformá-lo para melhor. A seu ver, a cidadania só pode ser exercida plenamente se o cidadão ou cidadã tiver acesso ao conhecimento.<br />
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Segundo as Orientações Curriculares, no nosso dia-a-dia, convivemos com diferentes linguagens. Elas representam as diversas realidades de nossa vida. As linguagens são construídas historicamente, em situação de interação social, assim o uso que fazemos delas é mediado pelas relações sociais. O ser humano define-se pela linguagem, desvela-se pela linguagem, é pela linguagem – concepção que obriga o estabelecimento de relação entre linguagem e identidade. Os educandos ao produzirem seus textos em qualquer linguagem, revelam-se, mostram quem são para si mesmo e para o outro, ou seja, sua identidade, entendida como autoconhecimento, é construída no uso cotidiano da linguagem, no diálogo com o outro e com as diferentes visões de mundo existentes, isto é, o processo de construção da identidade depende também da compreensão, aceitação e respeito às diversidades sociais, culturais, política e das linguagens que as expressam. <br />
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Nesse sentido, a leitura e a escrita são ferramentas incontestáveis para a inclusão do indivíduo na sociedade, sendo da escola a responsabilidade de sistematizar esses saberes, através de projetos de intervenção que venham a contribuir para o crescimento social do individuo. De acordo com as orientações apresentadas pelos Parâmetros Curriculares Nacionais (PCN), todo professor, independente da sua área de formação, deve ter o texto como instrumento de trabalho, fazendo com que este ocupe um lugar de destaque no cotidiano escolar, pois é sabido que é através do trabalho orientado pela leitura e escrita que o aluno poderá apreender conceitos, propor, comparar pontos de vista, argumentar, entre outras coisas, galgando em busca da conquista de sua autonomia no processo de aprendizado. Como também é relevante entender as tecnologias e as atividades físicas como parte do cotidiano do aluno tanto dentro, como fora do ambiente escolar, estimulando e possibilitando o uso das mesmas. Colocando em foco, pequenos gestos que ativam a circulação sanguínea, estimula a respiração, a freqüência cardíaca, reduzem níveis de stress e tensões. Realizar estes movimentos de forma correta reduz consideravelmente o número de disfunções posturais, dores nas costas e lesões por esforço repetitivo que podem acometer aos alunos em seu período ativo. <br />
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Assim, a presente proposta da área de Linguagem é trabalhar a leitura e o processo de escrita através dos gêneros textuais: crônica, conto, notícia e história em quadrinhos, buscando desmistificar esse paradigma e mostrar como toda e qualquer disciplina pode dedicar tempo e espaço para a diversidade textual em sala de aula. Numa relação dialógica e interdisciplinar, envolvendo as disciplinas de: língua portuguesa, educação física, literatura, artes, língua estrangeira e comunicação (Educomrádio), objetivando amenizar o índice de defasagem no processo de leitura e escrita apresentada pelos alunos das turmas trabalhadas.<br />
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Ainda de acordo com as OCN, o conhecimento construído na escola pode-se tornar mais significativo do que a circunscrição a realidades abstratas ou distantes, se trabalharmos com situações concretas de vida e de experiência do estudante. É relevante conhecer e reconhecer na vivência dos estudantes, os temas que mais os motivam, que estejam de acordo com a problemática experienciada por eles. Tais conhecimentos já construídos ou em processo de construção pelos educandos devem ser expandidos para conhecimentos mais gerais e globais, de modo que percebam que vivemos em relações sociais, políticas, econômicas interligadas a redes familiares, comunitárias, nacionais, globais. A intenção é estabelecer relações entre os saberes vivenciados pelos estudantes em sua experiência familiar e comunitária e o saber escolar, entendido como conhecimento formal e geral.<br />
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De acordo com (SCHWANKE & MELO, 2002; SCHWANKE & SILVA, 2004); diferentes autores têm proposto o desenvolvimento de materiais didáticos diferenciados e atividades pedagógicas mais interativas e atrativas para facilitar a compreensão de conceitos ensinados pelas diversas ciências. Dessa forma, o processo de construção de projeto pedagógico deve ser fruto do trabalho da comunidade escolar (professores, alunos coordenadores, diretores, funcionários, pais) e, ao mesmo tempo, deve ser organizado e articulado atendendo a realização de projetos individuais dos seus membros junto ao projeto coletivo da escola. Construído num clima de diálogo e abertura, deve ser flexível o suficiente para favorecer sua própria renovação. O grupo escolar deve refletir sobre as experiências acumuladas com o objetivo de renovar as práticas pedagógicas. (KLEIMAN, 1999)<br />
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A adoção dos projetos torna-se relevante, porque contribui com os discentes, onde há espaço para os mesmos envolverem-se no planejamento das atividades como um todo. Com isso, aprendem administrar o tempo, dividir e redistribuir as tarefas avaliando os resultados em desempenho do plano inicial.<br />
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Partindo deste pressuposto e entendendo a grande responsabilidade que a escola possui de orientar e desenvolver a formação científica, social e cultural da sociedade, observando e conhecendo as dificuldades de aprendizagem de conhecimentos básicos da área de Ciências da Natureza e matemática, Linguagem e Ciências Humanas pelos alunos da Escola Estaduais Presidente Tancredo de Almeida Neves e ainda das dificuldades que, nós, professores temos encontrado no desenvolvimento de nossas atividades docentes, é essencial que se realize atividades pedagógicas diferenciadas que, visem despertar o interesse e o estímulo dos educandos pelo contexto escolar, trabalhando conceitos de natureza científica, social e cultural que se relacione com as diferentes realidades vivenciadas pelos alunos e principalmente, que estas atividades possam proporcionar aos sujeitos envolvidos no processo de ensino e aprendizagem os conhecimentos necessários para se tornarem pessoas críticas, participativas e autônomas da construção do seu próprio conhecimento e da sociedade onde vivem.<br />
2. Objetivo Geral<br />
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Proporcionar aos educadores e educandos a construção de conhecimentos ambientais, científicos, culturais e sociais.<br />
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2.1 Objetivos Específicos<br />
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Ciências Naturais e Matemática<br />
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• Auxiliar os estudantes na busca, construção e atualização dos conhecimentos que permita a interpretação de diferentes fatos e fenômenos observáveis no contexto estudado na área de ciências da natureza.<br />
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• Possibilitar aos estudantes a construção de conhecimentos matemáticos que os auxiliem na interpretação e formulação de saberes sociais, científicos e culturais.<br />
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• Mostrar aos alunos que conhecimentos da área de ciências da natureza e matemática bem como de outras ciências estão presentes em todas as atividades desenvolvidas pela sociedade humana e também nos fatos e fenômenos observáveis no ambiente.<br />
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• Desenvolver atividades pedagógicas que despertem nos educandos interesse e prazer pela vida escolar.<br />
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Ciências Humanas<br />
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• Refletir sobre as relações humanas.<br />
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• Reconhecer os principais critérios que podem pontuar para classificação do grau de exclusão social.<br />
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• Proporcionar a construção de si próprio como agente social que intervém na sociedade.<br />
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• Entender a sociedade em que vive como fruto da ação humana que faz e refaz no processo de historicidade.<br />
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• Compreender as relações sociais a partir da intermediação do trabalho humano sobre os elementos da natureza e, os conseqüentes reflexos oriundos dessas relações.<br />
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• Conhecer a relação de interdependência entre o espaço urbano e rural e as mudanças ocorridas ao longo do tempo em cada um deles.<br />
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Linguagem<br />
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• Proporcionar momentos de leitura de textos literários, relacionando seus sentidos a elementos da vida cotidiana e do contexto sociocultural.<br />
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• Reconhecer as características típicas das narrativas ficcionais: Crônicas e Contos; <br />
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• Produzir textos narrativos acerca de temas do cotidiano, apropriando-se de características próprias dos gêneros trabalhados. <br />
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• Oportunizar aos alunos, momentos de aprendizagem e criação artística, através de estudos e produção artística sobre História em quadrinhos.<br />
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• Oportunizar aos educandos conhecimento da estrutura de texto jornalístico.<br />
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• Possibilitar aos alunos acesso a leitura e escrita de textos jornalísticos em espanhol.<br />
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• Proporcionar a produção textual coletiva do gênero notícia<br />
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• Utilizar programas de editoração eletrônica de texto para padronização dos textos de acordo com as normas técnicas.<br />
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• Utilizar software de localização global on-line para pré-visualização do ambiente a ser visitado.<br />
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• Tabular dados obtidos e criar gráficos representativos utilizando planilha eletrônica.<br />
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• Utilizar de editores de apresentação para apresentar os resultados.<br />
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• Confeccionar HQs tendo como ferramenta software específico.<br />
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• Utilizar de alongamentos e ginástica laboral para prevenir problemas posturais relacionados ao cotidiano escolar.<br />
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3. Materiais e métodos<br />
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3.1- Caracterização da Área<br />
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3.1.1 A Escola<br />
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A Escola Estadual Presidente Tancredo de Almeida Neves, está localizada na Avenida Governador Jose Fragelli S/N no Bairro Vila Nova em São Félix do Araguaia – MT. Fui Através do Decreto n°789 de 15 junho1988. Sua autorização para o funcionamento ocorreu através da portaria 3277/92. O Cadastro Nacional de Pessoa Jurídica (CNPJ) é 01564923/0001-39.<br />
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A Escola Estadual Presidente Tancredo de Almeida Neves foi construída em 1985 Através de um projeto do ex - vereador Almir Assad e encaminhado ao Governo dôo Estado de Mato Grosso, o qual visava o crescimento do Bairro Vila Nova.<br />
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A unidade Escolar recebeu o nome de “Presidente Tancredo de Almeida Neves” em Homenagem ao ex – Presidente da Republica.<br />
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Durante 03 anos o Prédio foi do Município, funcionando como Escola Municipal, implantada para atender demanda do Ensino Fundamental de I a IV serie. Nesta época o município que era mantenedor do funcionamento a respeito de material de consumo e permanente e recurso humano.<br />
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Em 1989, a parte burocrática da Escola foi transferida para o Estado, passando assim a assumir a Escola Estadual Presidente Tancredo de Almeida Neves através da resolução n° 789 de 15 de junho de 1988, o Conselho Estadual de Educação autorizou o funcionamento de (I a VIII), tornando uma Escola Estadual de 1° Grau. A transferência se deu devido o crescimento da demanda rural cuja preocupação do Governo Municipal era de implantar e implementar as escolas rurais, como também pelas questões políticas que facilitaram as negociações para o município.<br />
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A partir de 1996, a Escola Estadual Presidente Tancredo de Almeida Neves, passou atender somente o Ensino Médio.<br />
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A escola atende uma clientela de 640 alunos distribuídos na zona urbana e em 8 extensões na zona rural com distancias que vai de 20 a 200 Km do município. Conta com um quadro de professores habilitados em licenciaturas para a área em que atua. Entretanto, na zona rural, contamos com um quadro de professores diversificados, tendo em vista a dificuldade de conseguir profissional qualificado, para todas as áreas do Ensino Médio. <br />
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A escola conta com um quadro profissional qualificado com docentes graduados em licenciatura plena na área em que atua.<br />
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Visando aprimoramento do desempenho pedagógico, acontece a cada semana, a Formação Continuada do Projeto “Sala do Professor”, para todos os profissionais da escola. Quanto à distribuição das turmas esta se dá segundo portarias expedidas pela Secretaria de Educação do Estado – SEDUC a cada ano letivo, as turmas possuem em média 30 alunos.<br />
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Os profissionais que atendem a área de infraestrutura: apoios pedagógicos e técnicos administrativos estão melhorando sua qualificação através do Programa do Estado Profuncionário, programa este que acontece em parceria com o município. <br />
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Existem na escola os órgãos colegiados como Conselho Deliberativo Escolar, Conselho de Classe, Conselho de Professores e Grêmio Estudantil, que tem como objetivo unir os diferentes sujeitos inseridos na escola para que estes somem esforços em busca de manter e oferecer um ensino de melhor qualidade. <br />
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O Ensino Médio é a etapa de concretização e aprofundamento dos conhecimentos adquiridos no ensino fundamental, possibilitando a continuidade dos estudos na educação superior (Art. 35. Inciso I. LDB). De acordo, ainda, com o Art. 36 § 2º da mesma LDB, o ensino médio, atendida a formação geral do educando, poderá prepará–lo para o exercício de profissões técnicas, por isso é a etapa final da Educação Básica que assume dimensão essencial no processo formativo de todo cidadão brasileiro. <br />
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A Escola Estadual Presidente Tancredo de Almeida Neves oferta ensino nas modalidades Ensino Médio Regular e Ensino Médio Integrado a Educação Profissional (EMIEP), e para os estudantes matriculados em ambas as modalidades a escola busca disseminar conhecimentos científicos, tecnológicos e humanísticos com vistas a provocar transformações no indivíduo, através de uma educação voltada para a qualificação profissional, tornando o cidadão apto a uma vida produtiva no mundo do trabalho, bem como visa formar profissionais capazes de constante aprendizado, preparados para atuar com princípios éticos exercendo plenamente sua cidadania. <br />
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A comunidade educativa da Escola Estadual Presidente Tancredo de Almeida Neves é uma clientela diferenciada, por serem educandos adolescente e Jovens do Nível Médio, com uma faixa etária a partir de 13 anos. Essa especificação de escola de nível médio foi alcançada no advento da polarização ocorrido em Mato Grosso no ano de 1998 <br />
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A Escola conta com um total de 54 funcionários, destes 37 são professores atuando no Ensino Médio.<br />
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A escola conta com um laboratório de inclusão digital, com 10 computadores e uma sala de multimídia, possui também o Projeto EDUCONRADIO, projeto que garante o funcionamento de uma rádio dentro da escola, o que possibilita em parceria com os professores realizar aulas diferentes e agradáveis. Entretanto, a estrutura física da escola atualmente é empecilho para muitas atividades pertinentes a se realizar com os educandos, uma vez que não contamos com espaços adequados, falta biblioteca, laboratórios de Ciências Naturais, quadra para recreação para as aulas de educação física. <br />
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A diretoria e Secretaria escolar estão equipadas de modo a facilitar os trabalhos da equipe administrativa e diretiva, no entanto ainda precisa melhorar os equipamentos e estrutura física (sala de professor e coordenador) para melhorar o desenvolvimento das atividades pedagógicas. <br />
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3.2 Metodologia<br />
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As atividades práticas do projeto serão realizadas com a participação dos alunos matriculados em todas as turmas do período matutino e vespertino em caráter obrigatório, os alunos do período noturno serão apenas convidados a participar das ações realizadas extraclasse, pois muitos alunos que estudam neste período exercem alguma atividade remunerada. <br />
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As atividades selecionadas para serem utilizadas como recurso pedagógico são algumas desenvolvidas por um grande número de alunos no seu dia-a-dia como: pescaria, jogo de futebol, cozimento de alimentos e pintura corporal indígena, pois alguns dos alunos indígenas e não indígenas matriculados nessa escola em algumas épocas do ano desenvolvem a pintura corporal indígena Karajá.<br />
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3.2.1 A Pescaria <br />
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Serão convidados a participar da atividade pedagógica todos os professores da escola, funcionários do apoio pedagógico, professores formadores do CEFAPRO, profissionais da marinha, pais de alunos e profissionais que atuam na área de pesca como: pescadores e pilotos habilitados para manusearem embarcações. <br />
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Organizar-se-á um grupo com pescadores profissionais, representantes dos professores e um representante dos alunos de cada grupo, estes registrarão através de relatório descritivo, vídeos e fotos a parte da pescaria que será realizada com instrumentos de pesca profissional. <br />
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A participação do aluno nesta atividade estará condicionada a autorização dos seus responsáveis através de um termo de compromisso assinado e entregue no momento de início de realização da ação.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjpYoVlFGRMEFGyi_FhyphenhyphenIt6nj4Vfq4BsnHGV6EPcUVhabpxPwfTPumi3mHK-UGwc-0RxIZ6rE6seReFbr9vNeMtwe-HEZCJKkgWMgNL5bCF_n9wIHt9eWt0YPzaJw1c6aMR1dSaWkN0aZG/s1600/SAM_1862.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" kca="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjpYoVlFGRMEFGyi_FhyphenhyphenIt6nj4Vfq4BsnHGV6EPcUVhabpxPwfTPumi3mHK-UGwc-0RxIZ6rE6seReFbr9vNeMtwe-HEZCJKkgWMgNL5bCF_n9wIHt9eWt0YPzaJw1c6aMR1dSaWkN0aZG/s320/SAM_1862.JPG" width="320" /></a></div>Para auxílio na atividade de campo um dos docentes portará um quite com objetos pedagógicos e objetos que auxiliem o bom andamento das atividades como: termômetro, balança, fita métrica, caderno, caneta, lápis, borracha, máquina fotográfica com filmadora, soro antiofídico, tesoura, faca, facão, gazes, analgésicos, antialérgico, soro fisiológico, estilete, água, alimentos e sal. <br />
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No transporte dos materiais que darão assistência a atividade de campo e para garantir maior segurança no caso de acidentes será utilizado um veículo de passeio de propriedade de algum docente da escola e que será conduzido por este.<br />
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Será pedido para que os alunos opinem sobre qual o melhor local para se realizar a atividade de pesca, dentre as sugestões apresentadas escolher-se-á a melhor opção que contemplem os objetivos pedagógicos propostos para a atividade.<br />
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Os alunos serão organizados em grupos de cinco componentes, para cada quatro grupos será escolhido um docente para desenvolver a atividade de orientação, esta orientação será acordada através de reunião entre professores e coordenadores da escola em momento anterior à atividade.<br />
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Para cada grupo será selecionado entre os participantes um líder que prezará pela execução de todas as atividades pedagógicas propostas, o líder também será o responsável em realizar o registro através de vídeos e fotos no momento da realização da atividade. <br />
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O grupo de alunos deverá se organizar em dias que antecedem a atividade de campo e montar um quite de sobrevivência com alimentos, água, sal, isqueiro e os equipamentos de pesca que será utilizado por cada grupo. <br />
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Os alunos por motivo de segurança usarão calça comprida, camisa, chapéus ou boné, sapato fechado, repelentes contra insetos, protetor solar e outros recursos que protejam a sua integridade física. <br />
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Cada aluno portará dentro de uma mochila usável nas costas, produtos alimentícios, caderno, lápis, borracha, roteiro da atividade de campo, tabela de sistematização do pescado e equipamentos de pesca.<br />
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No sentido de orientar as atividades de registro e as atividades práticas de cada grupo será organizado pelos docentes um roteiro para a atividade de campo, este será impresso e entregue a cada grupo. <br />
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Cada aluno portará dentro de uma mochila usáveis nas costas gêneros alimentícios, caderno, lápis, borracha roteiro da atividade de pesca e equipamentos de pesca.<br />
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O roteiro da atividade de pesca (em anexo) será organizado pelos professores envolvidos na atividade de campo e constarão perguntas que elenquem dados que serão utilizados pelos docentes como subsídios para as discussões teóricas que fundamentarão os dados que foram registrados na atividade de campo e que serão utilizados em momentos posteriores nas aulas em sala. <br />
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As questões presentes no roteiro permitirão ao aluno registrar com o auxílio dos seus órgãos dos sentidos todas as características físicas observáveis do Ambiente, ou seja, as características do clima se chuvoso, de sol ou nublado; a temperatura ambiente se está calor, frio ou temperatura agradável; os tipos de fitofisionomias do cerrado os tipos de árvores, a característica dos caules, folhas e troncos; os tipos de animais observados (formigas, borboletas, lagartos, besouros, aves,...) e algumas de suas características físicas; as características do bioma se o local é de área de campo, cerradão, varjão, área alagável ou área de mata; a característica do corpo de água que será utilizado para a pescaria, se é lago, lagoa, rio, córrego ou outros; os tipos de equipamentos portados que serão utilizados para a pesca, os diâmetros das linhas de pesca, os tipos de isca, o tamanho dos anzóis e das chumbadas.<br />
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Com o auxílio do roteiro da atividade de campo todas as ações realizadas e observadas pelo grupo e/ou aluno serão registradas em um relatório descritivo.<br />
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Ainda deverá constar no relatório descritivo o orçamento referente à compra dos produtos utilizados na atividade de campo, esse orçamento será organizado em forma de tabela e deverá apresentar o valor unitário e total dos produtos.<br />
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Na tralha de pesca de cada grupo deverá conter linhas de diâmetro variável, anzóis de diferentes tamanhos e diferentes tipos de iscas, se possível iscas que são utilizadas por pescadores nessa época do ano como: iscas vivas, frutos, sementes, animais ou partes destes.<br />
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Através de uma tabela (em anexo) cada grupo registrará as características do pescado, portanto, o animal pescado, o nome do pescador, o nome popular do animal, a hora da pesca, o tipo de isca utilizado, o tamanho do pescado, o peso do pescado, o diâmetro da linha, o tamanho do anzol e a técnica utilizada. <br />
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Todos os peixes pescados serão acondicionados e conservados em isopor com gelo e posteriormente em uma nova atividade pedagógica desenvolvida no âmbito escolar serão cozidos e adicionados à merenda escolar. <br />
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3.2.2 O Cozimento de alimentos <br />
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Em complemento a atividade de pescaria será realizada no ambiente escolar a preparação dos pescados, os peixes pescados pelos diferentes grupos serão limpos e preparados pelos alunos, professores e demais profissionais da escola.<br />
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Os participantes que desenvolverem contato direto com os alimentos deverão estar de touca, luvas e roupas apropriadas para realizarem a função de cozinheiro (a).<br />
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Serão utilizadas como cozinha as salas de aula da escola, cada professor com os seus grupos orientandos deverão preparar um prato com os pescados, durante a atividade os alunos farão um relatório descritivo de todo o processo de preparação do alimento, ou seja, quais eram os produtos iniciais no momento da preparação do alimento e qual foi o resultado final após a preparação deste alimento.<br />
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A partir dos seus órgãos dos sentidos os educandos deverão observar o processo de preparação e execução de cozimento de alimentos, a partir dessa observação estes deverão registrar no relatório descritivo todos os fenômenos físicos e químicos observáveis durante o processo, os objetos e instrumentos utilizados como ferramentas tecnológicas para promover o cozimento e as diferentes substâncias envolvidas.<br />
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Os conhecimentos que serão trabalhados nas diferentes áreas e/ou disciplinas estão agrupados por disciplina, série e semestre (tabela 1).<br />
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3.2.3 O Jogo de futebol<br />
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Os alunos serão separados em duas equipes (A e B), cada equipe terá um time de futebol masculino, time de futebol feminino e um grupo de torcida, os grupos ficarão responsáveis em garantir aos seus participantes a água necessária.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3VQB76FVOw4sb3PQ5uItnUMDlICF6oMyujxylDLF1im82wgecobeR2usaxEyg_NRzxAddw3sTkeNljGPDSHZaaEwuruq4eaZ0Rxgvf7EXjwoHdeMTbNPWvFP58mfUssq0LfS4K8BmuleQ/s1600/im+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" kca="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3VQB76FVOw4sb3PQ5uItnUMDlICF6oMyujxylDLF1im82wgecobeR2usaxEyg_NRzxAddw3sTkeNljGPDSHZaaEwuruq4eaZ0Rxgvf7EXjwoHdeMTbNPWvFP58mfUssq0LfS4K8BmuleQ/s320/im+1.JPG" width="320" /></a></div>Cada aluno que não estiver envolvido diretamente nos jogos, deverá portar um guarda chuva/sol para se proteger do sol e da chuva e para garantir totalmente sua presença na atividade.<br />
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Os educandos e também os docentes utilizarão protetor solar na realização da atividade.<br />
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No transporte dos materiais, que darão assistência a atividade de campo e para garantir maior segurança no caso de acidentes, será utilizado um veículo de passeio de propriedade de algum docente da escola e que será conduzido por este.<br />
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Durante o desenvolvimento da atividade, realizaremos outras ações como: medir com o auxílio de uma fita métrica todo o perímetro do campo de futebol, medir a intensidade de força aplicada em diferentes chutes, desenhar as trajetórias percorridas pela bola, fazer desenhos geométricos, medir ângulos, cronometrar tempos, medir a velocidade da bola, calcular deslocamentos e espaço percorrido pela bola, calcular gastos de energia pelos atletas, calcular perda de massa e peso dos atletas. <br />
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3.2.4 Conhecimentos abordados nas atividades pedagógicas <br />
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No desenvolvimento da atividade, em momentos oportunos, serão abordados pelos professores, conhecimentos de geografia, física, química, biologia, português, matemática, espanhol, artes que auxiliem os alunos a identificar, interpretar, conhecer e descrever as diferentes características de estruturas, fatos, ou fenômenos observáveis no ambiente.<br />
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Nesta atividade os professores poderão abordar conhecimentos das diferentes áreas. Segue abaixo o quadro relacionando diferentes disciplinas da área de ciências da natureza e matemática, ciências humanas e Linguagem que serão trabalhados. (Tabela 1).<br />
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Conhecimentos abordados em atividades pedagógicas de pescaria, cozimento de alimentos e jogo de futebol<br />
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Ciências da Natureza e Matemática e suas tecnologias Biologia <br />
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1º. ano 1º. Semestre 2º. Semestre<br />
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- Fisiologia de Peixes.<br />
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-Composição química dos seres vivos.<br />
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- Ecologia. - Embriologia.<br />
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2º. ano - Fisiologia de Peixes.<br />
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- Fisiologia e morfologia de plantas. <br />
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- Classificação dos seres vivos. - Fisiologia e morfologia de invertebrados.<br />
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3º. ano - Fisiologia de Peixes.<br />
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- Genética.<br />
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-Órgãos dos sentidos<br />
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- Fisiologia e morfologia de vertebrados. - Evolução.<br />
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Química 1º. ano - Transformação da matéria (Preparação dos peixes)<br />
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- Fermentação (soja)<br />
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- Constituição da matéria<br />
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- Metabolismo e anabolismo (reações Química). -Produção e absorção de energia pelos animais.<br />
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2º. ano - Solubilidade<br />
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- Quantidade de matéria<br />
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-Absorção e gasto de energia - <br />
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3º. ano - Química orgânica com ênfase nos compostos bioquímicos<br />
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-Produção energética dos compostos orgânicos -Química Inorgânica<br />
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Física 1º. ano - Introdução à física<br />
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- A física como ciência e seus objetos de estudo <br />
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- Cinemática - Mecânica<br />
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2º. ano - Termodinâmica Ondulatória <br />
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3º. ano - Óptica <br />
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Matemática 1º. ano -Bioestatística<br />
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-Frequência<br />
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- Simetria <br />
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2º. ano -Bioestatística<br />
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- Binômios de Newton<br />
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- Álgebra <br />
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3º. ano -Bioestatística<br />
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-Probabilidade (auxiliando genética)<br />
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- Proporção<br />
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- Arranjos Combinações<br />
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Educação Física<br />
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1º. ano Alongamento: gastos de energia, ginástica laboral, tipos de músculos desenvolvidos na ação de pescar (biologia). <br />
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2º. ano Alongamento: gastos de energia, ginástica laboral, tipos de músculos desenvolvido na ação de pescar (biologia). <br />
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3º. ano Alongamento: gastos de energia, ginástica laboral, tipos de músculos desenvolvidos na ação de pescar (biologia). <br />
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Geografia<br />
1º. ano Espaço e poder, paisagem geográfica, orientação no espaço, representação do espaço e produção de mapas, gráficos e tabelas. <br />
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2º. ano Elementos da natureza: clima, relevo, solo, vegetação, hidrografia, produção de mapas, gráficos e tabelas. <br />
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3º. ano Organização do trabalho, fontes de energia, economia, produção de mapas, gráficos e tabelas. <br />
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Filosofia e Sociologia <br />
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1º. ano A importância da pesca para o município de São Felix do Araguaia. <br />
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2º. ano A colônia dos pescadores em São Félix do Araguaia. <br />
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3º. ano Valores e expressões culturais a partir da atividade pesqueira. <br />
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História 3º. ano História dos pescadores<br />
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Língua Portuguesa 1º. ano Gênero: Conto (Historias de pescador). <br />
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2º. ano Gênero: Conto (Histórias de pescador). <br />
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3º ano Gênero: Crônica. (Retratos do cotidiano do pescador). <br />
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Artes 1º. ano História em Quadrinhos.<br />
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2º ano Historia em Quadrinhos.<br />
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3º ano Historia em quadrinhos.<br />
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Língua Espanhola 3º ano Gênero Notícia. <br />
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Informática 1º ano Google Maps/Google Eart<br />
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Planilha Eletrônica<br />
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Editor de Texto<br />
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Editor de Apresentação<br />
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Software HQ <br />
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2º ano Google Maps/Google Eart<br />
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Planilha Eletrônica<br />
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Editor de Texto<br />
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Editor de Apresentação<br />
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Software HQ <br />
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3º ano Google Maps/Google Eart<br />
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Planilha Eletrônica<br />
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Editor de Texto<br />
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Editor de Apresentação<br />
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Software HQ <br />
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Tabela 1: Distribuição dos conhecimentos que serão trabalhados no ano de 2011 a partir de atividades pedagógicas de pescaria, cozimento de alimentos e jogo de futebol desenvolvidas por professores de Ensino Médio da Escola Estadual Presidente Tancredo de Almeida Neves – São Félix do Araguaia - MT.<br />
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4. Formas de avaliação<br />
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Serão priorizadas as formas contínuas e formativas de avaliação previstas no Projeto Político Pedagógico da escola. Dessa forma, o projeto pedagógico possibilitará a produção de vários trabalhos de autoria dos alunos. Nesse sentido a implementação do projeto primando pela forma em que as atividades interfiram no crescimento dos educandos enquanto grupo e como pessoa, os professores observarão os seguintes critérios: participação, relacionamento, trabalho em equipe, compreensão das atividades propostas, participação em debates e discussões promovidas durante a realização do projeto e produção de textos.<br />
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5. Bibliografias <br />
BIZZO, N. Ciências: fácil ou difícil. São Paulo: Ed. Ática, 1998.<br />
<br />
CHASSOT, A. Alfabetização cientifica: questões e desafios para a educação. Ijuí – RS. : Edite UNIJUÍ. 2000. <br />
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Projeto Político Pedagógico da Escola Estadual Presidente Tancredo de Almeida Neves, 2011.<br />
<br />
SCHWANK, C. & MELO; D. J. Organização de Coleções Didáticas em Paleontologia In: PERSPECTIVA DO ENSINO DE BIOLOGIA, 8 São Paulo, 2002<br />
<br />
SCHWANK, C. & SILVA, M. A. J. Educação e Paleontologia. In CARVALHO, I. S. (ed) Paleontologia. Editora Interciências, 2004 v. 2.<br />
<br />
VASCONCELOS, Ana. Manual Compacto de Filosofia, Editora Rideel, 1ª edição, 2010.<br />
<br />
VASCONCELOS, Ana. Manual Compacto de Sociologia, Editora Rideel, 1ª edição, 2010.<br />
<br />
CHAUÍ, Marilena. Filosofia, série Novo Ensino Médio<br />
<br />
MATO GROSSO. Orientações Curriculares para a Educação Básica do Estado de Mato Grosso. Cuiabá-MT, 2010.<br />
<br />
HERNÁNDEZ, Fernando. A organização do currículo por projeto de trabalho/Fernando Hernández e Montserrat Ventura; tradução Jussara Haubert Rodrigues. 5ª edição. Porto Alegre: Artmed, 1998..http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-78309537108958767932011-09-26T09:38:00.000-07:002011-09-26T09:38:16.954-07:00seduc -MT<a href="http://www.seduc.mt.gov.br/index.php">http://www.seduc.mt.gov.br/index.php</a>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-14134449327564963102011-09-24T11:03:00.000-07:002011-09-24T11:53:05.289-07:00PROGRAMAÇÃO DAS AULAS DOS SÁBADOS<b>AULAS DE SÁBADO</b><br />
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Atividades de reposição de aula<br />
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Dia: 06/08/2011 – Reposição do dia 07/06/2011 (terça-feira)<br />
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Aconteceu um ciclo de palestras que teve como objetivo alertar, informar, instruir e dá conhecimento aos jovens estudantes sobre alguns assuntos que angustiam a sociedade, sendo assim a escola como espaço de informação e aprendizagem percebeu a importância e decidiu abordar os seguintes temas:<br />
- Doenças sexualmente transmissíveis (DST) ministrada pela enfermeira Karla.<br />
- Emoções, Prazeres, Ansiedade e Depressão: ministrada pela psicóloga Gemila Peralta Jasse.<br />
- Educação Ambiental: ministrada pelo agrônomo Jerson.<br />
- O processo do conhecimento: ministrada pelo professor Haroldo Borges.<br />
- Gravidez na Adolescência: ministrada pelo psicólogo do Cras, Junio e participação da Assistente Social, Luznaiara.<br />
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Esses temas mencionados foram ministrados nos períodos matutino com três palestras. No período vespertino duas e no período noturno também duas palestras. Após a exposição dos palestrantes os alunos participavam com perguntas e algumas dúvidas. No retorno a sala de aula os professores exploraram os temas com atividades elaboradas sobre os assuntos abordados e solicitação de relatório.<br />
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Atividades de reposição de aula<br />
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Dia: 13/08/2011 – Reposição do dia 08/06/2011 (quarta-feira) e dia 16/08/2011(paralisação).<br />
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Os alunos tiveram atividades no período diurno integral até as 16:00 horas e depois retornaram com atividades para os pais no período noturno.<br />
Neste dia comemoramos o dia do “Estudante”, com o objetivo de fazer o educando refletir sobre a importância de buscar, pesquisar e até mesmo questionar os conhecimentos necessários para se tornar um cidadão capaz de enfrentar os desafios impostos pela sociedade.<br />
Os alunos foram homenageados com vídeos, slides e mensagens. Tivemos também concurso de dança, show de calouros, dinâmicas e campeonato de jogos: baralho, uno, dama e dominó. Foi oferecido um almoço (churrasco) para os estudantes.<br />
No período noturno tivemos no primeiro momento uma fala com o diretor da escola colocando algumas situações preocupantes em que a instituição se encontra. Em seguida houve também uma fala das coordenadoras pedagógicas discutindo alguns pontos como: a importância da participação da família no desenvolvimento escolar do filho, apontando alguns trechos da LDB que assegura isso como dever dos pais. Foi mostrado também o dever do Estado e da Escola nessa luta para proporcionar um ensino de qualidade aos estudantes. Divulgamos também o IDEB da escola mostrando a importância e os benefícios dos alunos participarem do ENEM, nesse momento houve a participação dos pais sanando algumas dúvidas. Tivemos algumas apresentações e slides em homenagem os pais. <br />
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Atividades de reposição de aula<br />
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Dia: 20/08/2011 – Reposição do dia 09/06/2011 (quinta-feira) <br />
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Nesse sábado trabalhamos com o tema: BULLIYNG, resolvemos abordar esse assunto porque observamos que aconteciam alguns casos nas dependências da escola, com o objetivo de informar, esclarecer e prevenir os alunos contra as conseqüências destes atos.<br />
Os professores prepararam slides, um filme e atividades que exploravam esse assunto. As atividades foram aplicadas nos períodos normais: matutino, vespertino e noturno.<br />
Resenha do filme: “Bullying – Provocações sem limites”<br />
…O filme conta a história de Jodi, um garoto alegre, carinhoso e apaixonado por basquete que vive com sua mãe, uma enfermeira que sofre de depressão e faz tratamento psiquiátrico. Os dois se mudam por causa do tratamento da mãe e Jodi entra em uma nova escola.<br />
Magro e desengonçado o novato vira alvo de piadas e brincadeiras de mal gosto por parte de um grupo de alunos da sua sala. É muito comum novos alunos terem dificuldade de adaptação e sofrerem desse tipo de agressão. Justamente por se sentir deslocado com a mudança Jodi vira um alvo fácil para Nacho, o “valentão do colégio”.<br />
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Nacho agride Jodi fisicamente e psicológicamente<br />
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…O filme mostra superficialmente que Nacho tem um histórico de violência doméstica, outra característica bastante comum dos agressores. Sarcástico e violento o jovem não tem limites e manipula sua vitima da maneira mais cruel possível. No começo ele aparece como colega de Jodi como se quisesse fazer amizade com o garoto. Aos poucos ele começa com brincadeiras e piadinhas que tomam proporções insuportáveis e que fazem da vida da vitima um inferno.<br />
…Dentre as agressões de Nacho estão humilhação, perseguição e violência fisica. Para piorar a situação o jovem é visinho de Jodi, o que permite que ele continue com o Bullying fora do ambiente escolar. Sem perceber a vitima vai se envolvendo cada vez mais no jogo psicológico do agressor até se ver impossibilitado de pedir ajuda ou reagir.<br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Ztu2DG4zfDFYDSGFQwdRoVlsNP5F3SLhu-UMPSmLrdoNx61vEMuzLd252XvUZPvvuZMPbTUnpJ3A8a84iCSF5VD0lOI2Wb4ip3e-_JVTEJed7hbIIDf-DYBx2l6J-L9BDsH46m7KGfui/s1600/imagem+2.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" hca="true" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Ztu2DG4zfDFYDSGFQwdRoVlsNP5F3SLhu-UMPSmLrdoNx61vEMuzLd252XvUZPvvuZMPbTUnpJ3A8a84iCSF5VD0lOI2Wb4ip3e-_JVTEJed7hbIIDf-DYBx2l6J-L9BDsH46m7KGfui/s320/imagem+2.bmp" width="320" /></a></div><br />
Muitos colegas mesmo não concordando com as agressões são coniventes.<br />
…Essa abordagem do filme condiz com a realidade já que segundo especialista quem sofre Bullying costuma se isolar e esconder o problema de seus amigos e familiares. É como se ela se sentisse culpada pela situação e merecedora das agressões. No caso de Jodi podemos ver que esse comportamento é agravado pelo fato de sua mãe passar por problemas psicológicos. A fim de protegê-la, o garoto esconde o problema e até mesmo mente quando a origem de seus hematomas é questionada.<br />
…A posição da escola no filme é retratada de maneira lamentável, pois mesmo sendo avisada a diretora custa a acreditar que na “sua escola” exista um caso grave de agressão e sua negligência piora a situação. Os colegas de Jodi também se omitem por medo do bando de Nacho e perdem a oportunidade de salvar o jovem contribuindo indiretamente com o Bullying.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7Q6pWNcIxa002XYRbtnBsfvrweeFaA2-Oq3GzBQSKhYdwXMI6BgbcU-K9Oi_Jr2Vyvf-t0H_bzBPyuq0eW57tae0syMslIwUFYPuxqZbiir6b6VW_vu5BJBib4qGnZ-IyA41QUAW2uYS3/s1600/imagem3.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" hca="true" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7Q6pWNcIxa002XYRbtnBsfvrweeFaA2-Oq3GzBQSKhYdwXMI6BgbcU-K9Oi_Jr2Vyvf-t0H_bzBPyuq0eW57tae0syMslIwUFYPuxqZbiir6b6VW_vu5BJBib4qGnZ-IyA41QUAW2uYS3/s320/imagem3.bmp" width="320" /></a></div>As agressões muitas vezes começam com piadinhas e brincadeiras de mau gosto.<br />
. Ao tentar ajudar o rapaz um vizinho que presencia o Bullying dá uma lição em Nacho mas acaba piorando a situação de Jodi. O agressor ameaça matar o jovem se ele contar a alguém, o que o inibi ainda mais. Até mesmo quando ocorre uma palestra sobre o tema em sua escola ele não tem coragem de denunciar os abusos.<br />
……A saída que Jodi encontra é buscar na internet pessoas que sofram violência na escola. Assim ele conhece uma jovem imigrante que é agredida psicologicamente e fisicamente. Os dois começam a namorar e o jovem conta a ela que também passa por essa situação. Com a ajuda dela ele se sente mais forte mas como ambos não fazem nada para evitar, um dia a moça acaba sendo brutalmente espancada pelas colegas e é internada em estado grave. A imagem dela no hospital meche demais com a já perturbada mente de Jodi.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIQL01UWCUhEenlgeMTFHuw9o5jCzjJ8ixGeTTqFqUTOxipGypV0xz1RMislleu6xKtm54lCu9sjV1e_nXMn3GilrxLFtZvWAy77qWFiz9isCtBtI8v5x6dk3igQa8vvlb-hc0osA5hoky/s1600/imagem+4.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" hca="true" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIQL01UWCUhEenlgeMTFHuw9o5jCzjJ8ixGeTTqFqUTOxipGypV0xz1RMislleu6xKtm54lCu9sjV1e_nXMn3GilrxLFtZvWAy77qWFiz9isCtBtI8v5x6dk3igQa8vvlb-hc0osA5hoky/s320/imagem+4.bmp" width="320" /></a></div><br />
A vítima não conta que sofre Bullying o que dificulta ou torna nula a busca por ajuda.<br />
……A saída que ele encontra é infelizmente uma das mais comuns entre as vítimas de Bullying: o suicídio. Em meio a situação insustentável e sem perspectiva de mudança ele prefere tirar a própria vida acreditando que assim pouparia sofrimentos à mãe e daria um fim a tanto sofrimento. A reação dos colegas diante da morte prematura que poderia ser evitada é de choque e indignação.<br />
… O filme não dá uma atenção especial ao que acontece com os agressores, o que torna a “moral da história” um pouco vaga. Ainda assim ele mostra de maneira clara e chocante a realidade dos que sofrem Bullying e a importância de se denunciar essa prática!<br />
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Atividades de reposição de aula<br />
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Dia: 27/08/2011 – Reposição do dia 10/06/2011 (sexta-feira) <br />
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Neste dia as atividades trabalhadas foram sobre Educação Ambiental. Os professores elaboraram slides e um filme que explorava esse assunto. Foram desenvolvidas nos turnos normais: matutino, vespertino e noturno. <br />
INFORMAÇÕES SOBRE O FILME: Dança com Lobos<br />
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Título original: (Dance With Wolves)<br />
Lançamento: 1990 (EUA)<br />
Direção: Kevin Costner <br />
Atores: Kevin Costner, Mary McDonnell, Graham Greene, Rodney A. Grant.<br />
Duração: 180 min<br />
Gênero: Drama<br />
Sinopse <br />
Durante a Guerra Civil, um jovem soldado (Kevin Costner) pratica um ato ousado, é considerado herói e vai servir por sua escolha em um lugar com forte predominância do povo Sioux. Com o tempo ele assimila os costumes dos nativos, acontecendo uma aculturação às avessas.<br />
DANÇA COM LOBOS<br />
Durante a Guerra Civil Americana, o jovem Tenente John Dunbar (Kevin Costner) protagoniza um ato heróico e, por sua opção, vai servir em uma região infestada de índios. Ao invés de participar de algum extermínio, ele consegue uma ousada aproximação com os nativos, descobrindo sua cultura, costumes e seu modo de comunicação. Vencedor de 7 Oscar, incluindo Filme, Diretor, Roteiro Adaptado e Fotografia. <br />
O gênero western ou far-west que na década de 1980, excetuando-se alguns poucos filmes que repercutiram, estava em franca decadência e descrédito, ganhou fôlego e vigor na nova roupagem introduzida pelo filme "Dança com Lobos". O politicamente incorreto que caracterizava as produções sobre o Velho Oeste americano, onde os vilões ganhavam status de celebridades, os xerifes tinham autorização para matar indiscriminadamente e os índios eram apresentados como selvagens a serem domados como os cavalos e búfalos das pradarias daquela região, foi substituído por um filme que trabalha com sensibilidade o encontro entre o mundo dos brancos e o universo dos índios.<br />
O espírito do filme de Costner nos envia necessariamente para a carta enviada pelo Chefe Seattle ao presidente dos Estados Unidos, em 1850, como resposta a uma proposta de compra de suas terras. Nela transparecem as idéias de que somos como fios que compõem um tecido grandioso e que, como tal, dependemos dos outros fios assim como os outros dependem de nós para a composição do todo, da vida, da sobrevivência coletiva. Ele perguntava naquele documento se os brancos iriam tratar dos animais, das águas dos rios, da floresta e do ar como tratava seus irmãos ou seus pais. Antecipava o questionamento ecológico (globalmente organizado a partir de conferências realizadas no final dos anos 1960) em mais de 100 anos. Usava metáforas como "selvagens indígenas" e "cidades de pedra" para falar sobre civilização e progresso. Afinal de contas, quem era o civilizado nessa história?<br />
Esse filme abre debate sobre o choque entre culturas diferentes, estimula pesquisas a respeito dos indígenas, faz com que os alunos entrem em contato com comunidades que vivam próximas. Uma boa dica pode ser comparar a imagem do índio com a que tínhamos antes (baseada em filmes antigos ou revistas em quadrinhos como "Tex"). A sugestão de leitura do livro "Enterrem meu coração na curva do rio" para compreender um pouco dessa rica cultura de nossos irmãos indígenas! <br />
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Relatório de algumas alunas<br />
Alunas: Amanda Layssa, Beatriz e Thalita Maria.<br />
Série: 3º ano A2.<br />
Professora responsável: Laura Neide Ferreira de Sousa Pinheiro<br />
Professores colaboradores: Alex Pablo, Elismar Rodrigues, Ezequiel Aguiar, Joaquim Jamil, Maria Gleci Alfaro, Rosa de Lina, Aelso Oliveira e Neuzilene Gomes Pereira.<br />
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Educação ambiental: o perigo das queimadas<br />
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No dia 27 de agosto de 2011, estivemos reunidos mais uma vez na escola Tancredo Neves, em nossas típicas aulas de sábado. Abordamos um assunto comum a todos, mas apesar de ser tão comentado, as pessoas continuam sem se importar.<br />
Aconteceu uma palestra que teve como tema a educação ambiental com foco nas queimadas, sendo o estado de Mato Grosso o campeão nacional. <br />
Os efeitos das queimadas na saúde são devastadores, que vão desde simples tosses, até grandes infecções como asma, bronquite, pneumonia e até câncer de pulmão. <br />
Isso sem mencionar a enorme perda da biodiversidade do estado. Todo ano, milhares de animais são mortos em decorrência dessa situação. O cerrado está sendo destruído em uma proporção assustadora.<br />
Em busca da solução, o papel da escola é fundamental nessa luta coletiva, porém, ela não age sozinha. Além de projetos e debates, as ações individuais são de extrema importância. Enquanto as pessoas não tiverem consciência do perigo de simples atitudes como queimar as folhas secas no quintal, tudo isso será em vão.<br />
Na exposição dos slides apresentados pelo professor Ezequiel Aguiar, no qual mencionava a Lei de Educação Ambiental nº 9.795, de 27 de abril de 1999. Essa lei consiste em um processo em que os indivíduos trabalham juntos levando em conta os valores sociais, as atitudes e a sustentabilidade a fim de promover a preservação do ambiente. <br />
A Educação Ambiental não pode ser vista como uma só matéria, já que engloba todas as outras, assim como está exposto no Art. 2.o “A educação ambiental é um componente essencial e permanente da educação nacional, devendo estar presente, de forma articulada, em todos os níveis e modalidades do processo educativo, em caráter formal e não formal.”.<br />
Após a palestra, assistimos ao filme “Dança com Lobos” (Dance With Wolves: 1990 EUA), que nos fez refletir sobre a sobrevivência coletiva. A tribo Sioux ensinou ao personagem tenente John Dunbar que só devemos retirar da terra o que precisamos para sobreviver, nada, além disso. Eles também só agiam em conjunto, seja para caçar ou guerrear. <br />
A lição que permanece é que se tratássemos a terra como parte de nós, como nossa irmã e não inimiga, não estaríamos nessa situação crítica, pois tudo que fizermos contra o ambiente recairá sobre nós. O grande problema é que o homem não aprendeu que a terra não pertence a ele, e sim que ele pertence a terra.<br />
Atividades de reposição de aula<br />
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Dia: 03/09/2011 – Reposição do dia 13/06/2011 (segunda-feira) e 04/07/2011 (segunda-feira).<br />
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Neste dia desenvolvemos as atividades relacionadas à terceira etapa do projeto “Ciências e os Números da Vida”, que é um jogo de futebol. <br />
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3.2.3 O Jogo de futebol<br />
Os alunos foram separados em duas equipes (A e B), cada equipe terá um time de futebol masculino, um time de futebol feminino e um grupo de torcida, os grupos ficarão responsáveis em garantir aos seus participantes a água necessária.<br />
Cada aluno que não estiver envolvido diretamente nos jogos, deverá portar um guarda chuva/sol para se proteger do sol e da chuva e para garantir totalmente sua presença na atividade.<br />
No transporte dos materiais, que darão assistência à atividade de campo e para garantir maior segurança no caso de acidentes, será utilizado um veículo de passeio de propriedade de algum docente da escola e que será conduzido por este.<br />
Durante o desenvolvimento da atividade, realizaremos outras ações como: medir com o auxílio de uma fita métrica todo o perímetro do campo de futebol, medir a intensidade de força aplicada em diferentes chutes, desenhar as trajetórias percorridas pela bola, fazer desenhos geométricos, medir ângulos, cronometrar tempos, medir a velocidade da bola, calcular deslocamentos e espaço percorrido pela bola, calcular gastos de energia pelos atletas, calcular perda de massa e peso dos atletas. <br />
Essas atividades referentes ao futebol serão ministradas no Estádio e Ginásio de Esportes no período matutino. Já no período, vespertino, as atividades foram desenvolvidas na escola. Os professores apresentaram conteúdos referentes à: - História do Futebol; - Impactos Ambientais e Sociais da Copa; - Preparação Física e Gasto Energético; - Maquete de vários estádios; - Tecnologia no Futebol; - Expressões Futebolísticas e apresentação de algumas línguas faladas em diferentes países. Terminada as apresentações, foi servido o lanche aos alunos e retornamos ao Ginásio para a final dos jogos. Calculamos para o término dessa atividade do período vespertino por volta das 20:00 horas com participação de todos os alunos da escola, isto é, do período matutino, vespertino e noturno.<br />
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Atividades de reposição de aula<br />
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Dia: 10/09/2011 – Reposição do dia 14/06/2011 (terça-feira) <br />
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Neste sábado de reposição de aulas os professores ministraram suas aulas nos períodos normais, matutino, vespertino e noturno. Trabalharam conteúdos nos diferentes anos (séries) referentes à: <br />
Linguagem: - <br />
- Modernismo no Brasil (1ª, 2ª e 3ª fase)<br />
- Realismo no Brasil<br />
- Parnasianismo<br />
- Naturalismo<br />
Filosofia<br />
Ética e cidadania na idade média<br />
Sociologia<br />
Como o trabalho se transforma em mercadoria no capitalismo<br />
Matemática:<br />
- Sistema linear<br />
- solução de um sistema linear<br />
História<br />
Geografia<br />
- Dinâmica da Natureza <br />
Introdução a Informática<br />
Banco de Dados<br />
TCC<br />
- Pesquisa sobre máquinas virtuais e como instalar uma máquina virtual no Linux<br />
- Exercícios práticos do sistema para academia.<br />
História:<br />
Guerra Mundial<br />
- Biologia:<br />
- Correção de atividades de biologia sobre evolução.<br />
- Resolução de atividades em classe e extra classe sobre velocidade média.<br />
- Resolução de atividades em classe e extra sobre cálculo de massa, nêutrons, elétrons e prótons de diferentes átomos.<br />
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Atividades de reposição de aula<br />
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Dia: 17/09/2011 – Reposição do dia 15/06/2011 (quarta-feira) <br />
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Neste sábado de reposição de aulas os professores ministraram suas aulas nos períodos normais, matutino, vespertino e noturno. Trabalharam conteúdos nos diferentes anos (séries) referentes à: <br />
Linguagem: <br />
Realismo no Brasil<br />
Movimento Humanista<br />
Atividades sobre el acoso escolar<br />
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Matemática:<br />
- Orientação sobre trabalho avaliativo de estatística (moda, mediana, media aritmética e media aritmética ponderada)<br />
- Correção de atividades (Domínio de função real)<br />
-Geografia<br />
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Introdução a Informática<br />
Banco de Dados<br />
TCC<br />
Rede de computadores<br />
Filme: Lanterna Verde( Uso de computação gráfica nos efeitos especiais do filme)<br />
Redes Wireless<br />
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Sociologia: <br />
- Direitos Humanos<br />
- O trabalho no Brasil<br />
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Filosofia:<br />
- Movimentos Filosóficos ( epicurismo e historicismo)<br />
- O trabalho no Brasil<br />
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Biologia:<br />
- Filme: Guerreiro do Vento: Identificar nas cenas do filme aspectos de não realidade vividos pelos personagens que não são aceitos pela ciência como verdade.<br />
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Atividades de reposição de aula<br />
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Dia: 24/09/2011 – Reposição do dia 16/06/2011 (quinta-feira) <br />
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Neste sábado de reposição de aulas organizamos duas atividades diferentes. Os educandos poderiam escolher uma das duas atividades proporcionadas pela escola. Numa sala organizamos um ambiente para que pudessem escolher e realizar leitura. Espalhamos alguns carpetes com almofadas na sala de aula para se sentirem mais a vontade para realizarem a leitura. O objetivo desta atividade fora incentivar e proporcionar a leitura de diferentes literaturas no dia-a-dia dos alunos, pois sabemos que a leitura torna-se indispensável, pois ela é fundamental para o processo de produção de texto. È através da escrita que o locutor exterioriza seu pensamento, mas antes de se expressar é necessário que a atividade da leitura tenha ocorrido, pois ela proporciona a assimilação de conhecimento e de reflexão, podendo, então, o sujeito-aluno expressar-se através da produção escrita.<br />
A outra atividade desenvolvida foi à apreciação dos filmes: O planeta dos macacos - O retorno e Mãos talentosas. O objetivo desta atividade foi estimular a escrita. “A escrita está presente, como forma constante de atuação, nas atividades das pessoas como no trabalho, na família, na vida social e, mais amplamente, como registro do patrimônio científico, histórico e cultural”. Antunes, (2003, p. 48). Após assistirem ao filme responderam algumas questões sobre o filme e foram solicitados a escreverem a sinopse do mesmo, como também, o professor de Biologia da escola trabalhará no retorno as salas de aula diferentes conceitos de Biologia: zoologia de vertebrados; ênfase nos mamíferos; evolução dos cordados com ênfase na evolução dos primatas e hominídeos..http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-18897997699049466172011-06-14T10:00:00.000-07:002011-06-14T10:00:23.928-07:00Jogos Escolares RegionaisPorto Alegre do Norte recebeu aproximadamente três mil pessoas durante a 1ª etapa dos Jogos Escolares Regionais, que aconteceram no ginásio poliesportivo da cidade.<br />
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O evento teve inicio no dia quatro de junho e se estendeu até o último dia 12, essa foi à terceira vez que o município sediou uma etapa, e bateu o recorde de participantes.<br />
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O campeonato contou com diversas modalidades: Handebol, Futsal, Basquete e Voleibol, nos naipes masculinos e femininos.<br />
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As equipes vencedoras se classificaram para a fase estadual que vai acontecer nas cidades de Sorriso e Primavera do Leste, e por sua vez os campeões do estado disputam o Brasileiro em João Pessoa na Paraíba e Londrina no Paraná.<br />
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Participam dos jogos, Alto Boa Vista, Canabrava do Norte, Confresa, Luciara, São Félix do Araguaia, São José do Xingu, Serra Nova Dourada, Vila Rica e Porto Alegre do Norte.<br />
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Veja os Campeões:<br />
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Basquete Masculino A: Escola 29 de Julho, Confresa.<br />
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Basquete Masculino B: Escola Querino de Souza, Porto Alegre do Norte.<br />
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Basquete feminino B: Escola Tapiraguaia, Confresa.<br />
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Futsal Masculino A: Escola Antônio Primo, São José do Xingu.<br />
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Futsal Masculino B: Escola Maria Peres, Vila Rica.<br />
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Futsal Feminino A: Teotônio Neto, Confresa.<br />
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Futsal Feminino B: Escola Antônio Primo, São José do Xingu.<br />
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Handebol Masculino A: Escola Mari Peres, Vila Rica.<br />
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Handebol Masculino B: Escola Elias Bento, Canabrava do Norte.<br />
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Handebol Feminino A: Escola Tancredo Neves, São Félix do Araguaia.<br />
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Handebol Feminino B: I.F.M.T, Confresa.<br />
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Vôlei Feminino A: Escola Vila Rica, de Vila Rica.<br />
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Vôlei Feminino B: Escola 29 de Julho, Confresa.<br />
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Vôlei Masculino A: Escola Cinco de Abril, São José do Xingu.<br />
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Vôlei Masculino A: I.F.M.T, Confresa.<br />
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Fabio P Aguiar.<br />
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Fonte:Agência da Notícia com Leandro Trindade e informações da Assessoria.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-71455307175909507922011-06-03T06:38:00.000-07:002011-06-03T06:38:21.224-07:00Os Desafios da Linguagem no Século XXI<span style="font-size: 100%;">Trecho da entrevista de Pedro Demo.</span><br />
<div style="text-align: justify;"><span style="font-size: 100%;">A escola está distante dos desafios do século XX. O fato é que quando as crianças de hoje forem para o mercado, elas terão de usar computadores, e a escola não usa. Algumas crianças têm acesso à tecnologia e se desenvolvem de uma maneira diferente - gostam menos ainda da escola porque acham que aprendem melhor na internet. As novas alfabetizações estão entrando em cena, e o Brasil não está dando muita importância a isso – estamos encalhados no processo do ler, escrever e contar. Na escola, a criança escreve porque tem que copiar do quadro. Na internet, escreve porque quer interagir com o mundo. A linguagem do século XXI – tecnologia, internet – permite uma forma de aprendizado diferente. As próprias crianças trocam informações entre si, e a escola está longe disso. Não acho que devemos abraçar isso de qualquer maneira, é preciso ter espírito crítico - mas não tem como ficar distante. A tecnologia vai se implantar aqui “conosco ou sem nosco”. <a href="http://www.diaadiaeducacao.pr.gov.br/diaadia/escola/modules/noticias/article.php?storyid=316">Continue</a> </span></div><div style="text-align: justify;"><span style="font-size: 100%;"> </span></div><div style="text-align: justify;"><span style="font-size: 100%;"> </span><span style="font-size: 100%;">Por: Fabio P. Aguiar.</span></div>Fontes: dia-a-dia Educação<br />
http://www.diaadiaeducacao.pr.gov.br/diaadia/escola/modules/noticias/article.php?storyid=316 <br />
http://www.nota10.com.br/<br />
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</span>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-73086957068280438402011-05-31T05:59:00.000-07:002011-06-03T06:24:36.151-07:00Dia das Mães<div style="color: black;"><span style="font-size: large;">No dia 06/05/2011, foi oferecido uma homenagem às mães em comemoração ao seu dia. As atividades visaram o estreitamento dos laços afetivos de mãe e filhos, o resgate de valores adormecidos,</span><br />
<span style="font-size: large;"> e uma maior valorização destas pelos filhos. </span></div>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-53669767349836545972011-05-30T12:03:00.001-07:002011-09-26T17:09:52.790-07:00atividade do projeto Ciências e os números da Vida<div class="post hentry"><a href="http://www.blogger.com/" name="836833889909092141"></a><br />
<h3 class="post-title entry-title"><span style="font-size: small;"><div class="post hentry"><a href="http://www.blogger.com/" name="836833889909092141"></a><br />
<h3 class="post-title entry-title"><a href="http://cefaprosfamt.blogspot.com/2011/05/aula-de-campo-as-margens-do-araguaia.html"><span style="color: #f60034;">Aula de Campo às margens do Araguaia faz parte do projeto Ciências e os números da Vida Escola Tancredo Neves</span></a> </h3><div class="post-header"><div class="post-header-line-1"></div></div><div class="post-body entry-content"><div style="margin: 5pt 0cm 9.9pt 2.25pt; tab-stops: 120.5pt; text-align: justify; text-indent: 33.15pt;"><div class="separator" style="clear: both; text-align: center;"><br />
</div><div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdsJj1hhp3QldOxRpVB12wPE0kU6g0JJ9fXN-0ET7MVyRk7ohXMK94BBuYepI9yobAiQvSJ5ym0poewgfBUS1WqXMAmu6k7BKDGMwVpZ9-yH_nmcLvCAOBrUOip08mTl4XDPvIGIv1gDE/s1600/DSC03923.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdsJj1hhp3QldOxRpVB12wPE0kU6g0JJ9fXN-0ET7MVyRk7ohXMK94BBuYepI9yobAiQvSJ5ym0poewgfBUS1WqXMAmu6k7BKDGMwVpZ9-yH_nmcLvCAOBrUOip08mTl4XDPvIGIv1gDE/s200/DSC03923.JPG" width="150" /></a><br />
<b style="mso-bidi-font-weight: normal;">Sala de Educador da Escola Estadual Tancredo Neves desenvolve o projeto “Ciências e os números da vida” em São Félix do Araguaia – MT.</b></div></div><div style="margin: 5pt 0cm 9.9pt 2.25pt; tab-stops: 120.5pt; text-align: justify; text-indent: 33.15pt;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaCRHdPAe3RgyWZiPfPdDU8bUWaPD9oroDJIEjtDhcP64K7H5KxuX0O7K9rI0RFDA5SD_kJQYjgmLp3U-vLRUizMJqjG_bv0tr4D1CAUjM4cja9Du69vCBKwVFm3yIpgWOJ6SMrxrKAIA/s1600/DSC03917.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaCRHdPAe3RgyWZiPfPdDU8bUWaPD9oroDJIEjtDhcP64K7H5KxuX0O7K9rI0RFDA5SD_kJQYjgmLp3U-vLRUizMJqjG_bv0tr4D1CAUjM4cja9Du69vCBKwVFm3yIpgWOJ6SMrxrKAIA/s200/DSC03917.JPG" width="200" /></a></div>Escola Estadual Tancredo Neves (Ensino Médio e EMIEP), localizada no município de São Félix do Araguaia-MT, realiza hoje, 03/05, uma pescaria envolvendo todos os profissionais e alunos da escola. Essa aula de campo faz parte de um projeto interdisciplinar intitulado “Ciências e os números da vida”. A atividade desenvolve-se às margens do rio Araguaia durante o dia e o objetivo é que os alunos registrem todas as características físicas observáveis do ambiente, ou seja, o clima, a temperatura, as fito fisionomias do cerrado, a fauna, o bioma, o local (corpo de água) para a pescaria, os equipamentos portados para a pesca, os diâmetros das linhas de pesca, a isca, o tamanho dos anzóis, das chumbadas e dos pescados. O projeto “Ciências e os números da vida” é constituinte do projeto Sala de Educador da escola e nele serão abordados pelos professores, conhecimentos de geografia, física, química, biologia, português, matemática, espanhol, artes que auxiliem os alunos a identificar, interpretar, conhecer e descrever as diferentes características de estruturas, fatos, ou fenômenos observáveis no ambiente.</div></div></div></span></h3></div>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-26943344619448738632010-12-14T06:20:00.000-08:002010-12-14T06:52:05.646-08:00Árvore de Natal de Garrafa PetiNatal Ecológico com reutilização de garrafas peti, alunos do 3ºano Matutino da Escola Tancredo criaram essa incrível árvore de natal.<br /><br /><table style="WIDTH: auto"><tbody><tr><td><a href="http://picasaweb.google.com/lh/photo/aSFoPvEpzwPDDKrDiV4ERQ?feat=embedwebsite"><img src="http://lh3.ggpht.com/_q5OY6a60-p8/TQd7o3oYiFI/AAAAAAAAEY8/k2DvRfuB6q8/s640/DSC00042.JPG" width="480" height="640" /></a></td></tr><tr><td style="TEXT-ALIGN: right; FONT-FAMILY: arial, sans-serif; FONT-SIZE: 11px">De <a href="http://picasaweb.google.com/escolatancredosanfa2/Diversas2010?feat=embedwebsite">Diversas 2010</a></td></tr></tbody></table><br /><br /><table style="WIDTH: auto"><tbody><tr><td><a href="http://picasaweb.google.com/lh/photo/HW81sd0QOGiYk36Om96wFw?feat=embedwebsite"><img src="http://lh3.ggpht.com/_q5OY6a60-p8/TQd7rEuzq9I/AAAAAAAAEZU/ohNylmKTDZ4/s640/DSC00061.JPG" width="480" height="640" /></a></td></tr><tr><td style="TEXT-ALIGN: right; FONT-FAMILY: arial, sans-serif; FONT-SIZE: 11px">De <a href="http://picasaweb.google.com/escolatancredosanfa2/Diversas2010?feat=embedwebsite">Diversas 2010</a></td></tr></tbody></table><br /><br /><table style="WIDTH: auto"><tbody><tr><td><a href="http://picasaweb.google.com/lh/photo/X1Gw5M0B6Vup0TVZCQCY4Q?feat=embedwebsite"><img style="WIDTH: 484px; HEIGHT: 422px" src="http://lh6.ggpht.com/_q5OY6a60-p8/TQd70hJkcaI/AAAAAAAAEYc/Irue6kpMvic/s640/DSC00109.JPG" width="640" height="480" /></a></td></tr><tr><td style="TEXT-ALIGN: right; FONT-FAMILY: arial, sans-serif; FONT-SIZE: 11px">De <a href="http://picasaweb.google.com/escolatancredosanfa2/Diversas2010?feat=embedwebsite">Diversas 2010</a></td></tr></tbody></table><br /><br /><br /><br /><br />Fabio P. Aguiar.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0tag:blogger.com,1999:blog-6432012388154097155.post-80826747126573033652010-12-14T06:00:00.000-08:002010-12-14T06:10:30.275-08:00Professor KK amigo para sempre.<object width="480" height="385"><param name="movie" value="http://www.youtube.com/v/3inDF0-cvQM?fs=1&hl=pt_BR&color1=0x234900&color2=0x4e9e00"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/3inDF0-cvQM?fs=1&hl=pt_BR&color1=0x234900&color2=0x4e9e00" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"></embed></object>.http://www.blogger.com/profile/04576438172154260104noreply@blogger.com0