tag:blogger.com,1999:blog-81225940028219795182024-03-19T08:59:31.612-03:00Educação em Movimento no CIEP 257 Joaquim Rego BarrosFlávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.comBlogger141125tag:blogger.com,1999:blog-8122594002821979518.post-52322297683663994682018-08-27T12:35:00.001-03:002018-08-27T12:35:39.063-03:00#FestadoEstudanteCiep257<div class="separator" style="clear: both; text-align: center;">
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<br />Magda Uniclasshttp://www.blogger.com/profile/04054049064959321288noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-90746823024229586392017-06-21T15:59:00.001-03:002017-06-27T13:42:18.092-03:00Fases do Modernismo - Preparatório para o ENEM<div dir="ltr" style="text-align: left;" trbidi="on">
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</div>Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-91584424110181120702017-06-21T15:48:00.001-03:002017-06-27T13:43:29.869-03:00Fases do Modernismo<div dir="ltr" style="text-align: left;" trbidi="on">
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</div>Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-88438451236203707712017-06-21T13:44:00.000-03:002017-06-21T14:52:38.991-03:00Pronatec Oferta Voluntária<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , sans-serif; font-size: 18.0pt; line-height: 107%;"> </span></div>
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<span style="font-family: "arial" , sans-serif; font-size: 18.0pt; line-height: 107%;"> </span><span style="font-family: "arial" , sans-serif; line-height: 107%;">Pronatec Oferta Voluntária é uma
iniciativa do Ministério da Educação (MEC) para ampliar a oferta gratuita de
formação profissional. Por meio desse programa, serão ofertados cursos de
Formação Inicial e Continuada (FIC) ou qualificação profissional – para quem tem
desde ensino fundamental incompleto até ensino médio completo, e cursos
técnicos subsequentes - para quem já concluiu o ensino médio, nas modalidades
presencial e a distância.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , sans-serif; line-height: 107%;">Podem se candidatar aos cursos
todos os cidadãos brasileiros maiores de 15 anos, no link </span><a href="http://sistec.mec.gov.br/meu-cadastro"><span style="font-family: "arial" , sans-serif; line-height: 107%;">http://sistec.mec.gov.br/meu-cadastro</span></a><span style="font-family: "arial" , sans-serif; line-height: 107%;">.<o:p></o:p></span></div>
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<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "arial" , sans-serif; line-height: 107%;">Atualmente
estão disponíveis Cursos de Formação Inicial Continuada na Modalidade Educação
a distância ( onde se faz necessário conexão com à internet). Aproveite!!!<span style="font-size: 18pt;"><o:p></o:p></span></span></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-40529436188778266042017-04-27T11:16:00.000-03:002017-06-21T13:39:24.075-03:00Literatura dá samba!<div dir="ltr" style="text-align: left;" trbidi="on">
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Tema: Esquentando os tamborins para a Feira Literária do Ciep 257: Literatura dá samba! </div>
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As turmas 1003, 1004, 1005 e 1006 trabalharam em sala de aula a letra e melodia do samba-enredo da Escola de Samba Mangueira, em homenagem à Língua Portuguesa, e realizaram um seminário no auditório da escola, em que abordaram nove temas relacionados aos conteúdos do primeiro bimestre extraídos do texto-base.</div>
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Temas:</div>
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As diferentes formas de comunicação. </div>
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Origem da Língua Portuguesa </div>
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Descobrimento do Brasil: a influência portuguesa. </div>
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A influência dos povos indígenas. </div>
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Africanidade</div>
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Importância dos escritores</div>
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Hino Nacional</div>
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Museu da Língua Portuguesa </div>
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Ritmos </div>
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</div>Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-66909859913580129672017-03-03T11:45:00.003-03:002017-03-03T11:49:26.301-03:00Acolhimento dos Professores 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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Sejam bem-vindos!</div>
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<br />
Eu tentei 99 vezes e falhei, mas na centésima tentativa eu consegui, nunca desista de seus objetivos mesmo que esses pareçam impossíveis, a próxima tentativa pode ser a vitoriosa.<br />
<div style="text-align: right;">
Albert Einstein</div>
<br />
Ser professor não é tarefa simples!<br />
Obrigada pelas diversas tentativas, por enfrentar os desafios, por compartilhar conhecimentos e "quebrar" preconceitos.<br />
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<br /></div>
Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-39320145276029050012017-03-03T10:57:00.002-03:002017-03-03T11:48:22.531-03:00Acolhimento dos Alunos 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Sejam bem-vindos!</b></span><br />
<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-style: italic;"><br /></span></span></b>
<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-style: italic;"><br /></span></span></b>
<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-style: italic;">A </span><span style="font-style: italic;">vida
é uma grande universidade, mas pouco </span><span style="font-style: italic;"> ensina </span><span style="font-style: italic;">a
quem não sabe ser um aluno</span><span style="font-style: italic;">... </span></span></b></div>
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<b style="font-style: italic;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Augusto Cury</span></b></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-style: italic;"><br /></span></span></b></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-46349555709644565932016-12-07T15:43:00.002-02:002016-12-07T15:45:17.684-02:00Música e Dança integrando as disciplinas de Arte, Educação Física e Português<div dir="ltr" style="text-align: left;" trbidi="on">
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<p style="whitespace:no-wrap;margin-top:10px;height:24px;width:460px"><a href="http://www.picturetrail.com/misc/counter.fcgi?cID=924&link=/photoFlick/samples/pflicks=shtml"><img align="left" src="http://pics.picturetrail.com/res/pflicks/pt.gif" border="0" /></a><a href="http://www.picturetrail.com/misc/counter.fcgi?cID=925&link=/photoFlick/samples/pflicks=shtml"><img align="left" style="margin-left:5px" src="http://pics.picturetrail.com/static/images/pt2.gif" border="0" /></a></p>
</div>Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-64247078726108700402016-12-07T15:12:00.001-02:002016-12-07T15:12:54.821-02:00Escultura com "lixo eletrônico"<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;">Escultura com "lixo eletrônico "!</span><br />
<span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;">Turma 2004, CIEP 257 - Joaquim do Rego Barros</span><br />
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</div>Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-43277108115138228602016-12-07T14:57:00.002-02:002016-12-07T14:57:28.021-02:00Filme: Lixo extraordinário, Vik Muniz<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #1d2129;"><span style="font-family: Arial, Helvetica, sans-serif;">Filme :"O lixo extraordinário " do artista Vik Muniz. </span></span><br />
<span style="background-color: white; color: #1d2129;"><span style="font-family: Arial, Helvetica, sans-serif;"><i>Trabalhando com material reciclado Ciep 257 Joaquim do Rego Barros</i></span></span><br />
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<blockquote class="tr_bq" style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif;">Filmado ao longo de quase três anos, Lixo Extraordinário acompanha a visita do artista plástico Vik Muniz a um dos maiores aterros sanitários do mundo: o Jardim Gramacho, na periferia do Rio de Janeiro. </span></blockquote>
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<span style="color: #333333;">Lá, ele fotografa um grupo de catadores de materiais recicláveis. O objetivo inicial de Muniz era “pintar” esses catadores com o lixo. No entanto, o trabalho com estes personagens revela a dignidade e o desespero que enfrentam quando sugestionados a imaginar suas vidas fora daquele ambiente.</span></blockquote>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihj6q4MJumFwC1lqafxr45Qh1CSWN_4nx4l4Abco9HDJ3eZ19VWYG3Vi9l4mUZRvttq_Ls9H50_imYEbOGh3Rmh7HQYEIoNW8hak4uQn3n_FJ1dmg647aLHZ_LufiKhPZeoAwJLBE8_0M/s1600/Grasi+Reciclagem.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihj6q4MJumFwC1lqafxr45Qh1CSWN_4nx4l4Abco9HDJ3eZ19VWYG3Vi9l4mUZRvttq_Ls9H50_imYEbOGh3Rmh7HQYEIoNW8hak4uQn3n_FJ1dmg647aLHZ_LufiKhPZeoAwJLBE8_0M/s400/Grasi+Reciclagem.jpg" width="400" /></a></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-65264519369693897062016-12-07T13:20:00.000-02:002016-12-07T13:20:14.125-02:00Painel feito com trabalhos dos alunos do Ensino Médio<div dir="ltr" style="text-align: left;" trbidi="on">
Mosaico com textura gráfica e Heróis e Personagens de Quadrinhos Ontem e Hoje.<br />
Arte Educadoras Regina Sá e Grasiele Viana Rosa<br />
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<div style="visibility:visible;width:460px;margin:auto;"><embed src="http://flash.picturetrail.com/pflicks/3/spflick.swf" quality="high" FlashVars="ql=2&src1=http://pic80.picturetrail.com:80/VOL2030/12641491/flicks/1/9146892" wmode="transparent" bgcolor="#000000" width="460" height="350" name="Geometric" align="middle" allowScriptAccess="sameDomain" style="height:350px;width:460px" type="application/x-shockwave-flash"></embed>
<p style="whitespace:no-wrap;margin-top:10px;height:24px;width:460px"><a href="http://www.picturetrail.com/misc/counter.fcgi?cID=924&link=/photoFlick/samples/pflicks=shtml"><img align="left" src="http://pics.picturetrail.com/res/pflicks/pt.gif" border="0" /></a><a href="http://www.picturetrail.com/misc/counter.fcgi?cID=925&link=/photoFlick/samples/pflicks=shtml"><img align="left" style="margin-left:5px" src="http://pics.picturetrail.com/static/images/pt2.gif" border="0" /></a></p>
</div>Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-8209979243205477762016-12-07T12:59:00.000-02:002016-12-07T13:00:30.533-02:00Roda Literária<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Os alunos das turmas 1012 e 1015 participaram da Roda Literária, no dia 21 de novembro de 2016, com a professora Claudia Milagres.<br /> O projeto teve como objetivo estimular a leitura e desenvolver habilidades de análise crítica e textual.<br /> O Arcadismo serviu como referência no desenvolvimento da atividade ao ar livre, valorizando a natureza e integrando-a no ambiente escolar.</span></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-73576217709390256322016-12-07T11:52:00.000-02:002016-12-07T11:54:02.086-02:00A escola vai ao cinema<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: 12.8px;"> Os alunos das turmas 1012 e 1015 do CIEP 257, em Rio das Ostras, foram ao cinema, no dia 17 de outubro de 2016, acompanhados dos professores João e Claudia Milagres, para assistirem ao filme "Inferno".</span></div>
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O presente Projeto tem como objetivo vivenciar diferentes linguagens através da arte e cultura, e o filme selecionado apresenta o tema da "Divina Comédia, "de Dante Alighieri, como fui condutor da trama. Ao final, os conteúdos de Literatura são aprofundados em sala de aula em pesquisas e debates.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAvNEDiFvT9TCrqLrKbQc7fyVdJzFYVITCLzJnGWhiG3EfhvbA-jN30T9xHFlviYZfGJzZdik4GvVEl4nIRDnlEbDKYh8jerRmwst-dTFsyNDW_ibtKfFSHo3jUjvZcYJuhsIE-kZIku8/s1600/Prof+Claudia+07-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAvNEDiFvT9TCrqLrKbQc7fyVdJzFYVITCLzJnGWhiG3EfhvbA-jN30T9xHFlviYZfGJzZdik4GvVEl4nIRDnlEbDKYh8jerRmwst-dTFsyNDW_ibtKfFSHo3jUjvZcYJuhsIE-kZIku8/s400/Prof+Claudia+07-12.jpg" width="400" /></a></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-16389705678775108532016-10-04T22:28:00.000-03:002016-10-04T22:28:40.816-03:00Peça os livros da Coleção Itaú Criança<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLep2pmVH5fM355t96XTzV_MLIqGxmTr01Kqec0V8a9aDNQ1eU0WYGCOsdj85uACMNNQpRCy-zWAYJGcQDXu2XYx_SoatNx0OPkEGngEtK3tXSt2DgjtLDpHyhvgJYhiJCbryJOPbWEhI/s1600/Itau+-+Cole%25C3%25A7%25C3%25A3o+Crian%25C3%25A7a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLep2pmVH5fM355t96XTzV_MLIqGxmTr01Kqec0V8a9aDNQ1eU0WYGCOsdj85uACMNNQpRCy-zWAYJGcQDXu2XYx_SoatNx0OPkEGngEtK3tXSt2DgjtLDpHyhvgJYhiJCbryJOPbWEhI/s400/Itau+-+Cole%25C3%25A7%25C3%25A3o+Crian%25C3%25A7a.jpg" width="400" /></a></div>
<a href="https://www.itau.com.br/crianca/">https://www.itau.com.br/crianca/</a></div>
Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-68047071400801715932016-10-04T17:24:00.003-03:002016-10-04T22:33:01.178-03:00Hora do ENEM - Último Simulado<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ9ZanWbcAmK4qIY2WX_AGlVwKDGVWESrSRWcbbvf0YvWu1U33dF6X5YfXua08MpM-YoxXp_VtZMuBFtEC2jgBW4SKNZ66va14vmkhE9LH6vyq7VTUxYY4STHu2EhJu2DA58rTzbGXN88/s1600/atualiza%25C3%25A7%25C3%25A3o+do+blog+Hora+do+Enem.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ9ZanWbcAmK4qIY2WX_AGlVwKDGVWESrSRWcbbvf0YvWu1U33dF6X5YfXua08MpM-YoxXp_VtZMuBFtEC2jgBW4SKNZ66va14vmkhE9LH6vyq7VTUxYY4STHu2EhJu2DA58rTzbGXN88/s400/atualiza%25C3%25A7%25C3%25A3o+do+blog+Hora+do+Enem.jpg" width="400" /></a></div>
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Informações:<br />
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<a href="http://horadoenem.mec.gov.br/">http://horadoenem.mec.gov.br/</a></div>
Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-16892329355105383862016-10-04T16:58:00.001-03:002016-10-04T22:32:46.577-03:00Qual filme representa a sua trajetória até o ENEM?<div dir="ltr" style="text-align: left;" trbidi="on">
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No dia 17 de setembro, o<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">s alunos dos terceiros anos ( 3005, 3006, 3009 e 3010) escolheram um título de filme que melhor representasse a trajetória deles como estudantes que estão se preparando para o ENEM. A partir da escolha dos títulos, produziram textos, estabelecendo essa relação.</span></div>
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Tema: <b>Qual filme </b><b>representa</b><b> a sua</b> <b>trajetória até o ENEM?</b></div>
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Professora: Claudia Milagres</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXJo8HCPy1qhdBitFZ7YNPRs6krpJK8IHTg9bSRzhIQF3iqj2fVMGzzU5_a3pRtHaljNbHkfSu_CmHxKBDicfYxHhx9qvtQsQqffEADmXbnw9Gt61EBrQ0hzXp_spJOJJQ8CfGmiTglE8/s1600/Professora+Cl%25C3%25A1udia+Que+filme+representa+a+sua+trajetoria+no+ENEM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXJo8HCPy1qhdBitFZ7YNPRs6krpJK8IHTg9bSRzhIQF3iqj2fVMGzzU5_a3pRtHaljNbHkfSu_CmHxKBDicfYxHhx9qvtQsQqffEADmXbnw9Gt61EBrQ0hzXp_spJOJJQ8CfGmiTglE8/s400/Professora+Cl%25C3%25A1udia+Que+filme+representa+a+sua+trajetoria+no+ENEM.jpg" width="400" /></a></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-83345631133539735412016-09-29T23:01:00.003-03:002016-10-04T17:04:43.867-03:00Oficina de charges, tirinhas e quadrinhos<div dir="ltr" style="text-align: left;" trbidi="on">
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No dia 24 de setembro os alunos dos primeiros, segundos e terceiros anos participaram da Oficina de Charges, tirinhas e quadrinhos, com as professoras Claudia, Eliane e Regina Sá.</div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-23806578219410904782016-09-29T22:54:00.000-03:002016-10-04T22:33:28.541-03:00Filme: Caramuru - A invenção do Brasil<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Filme:</span><b style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;"> Caramuru</b><b style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">: A invenção do Brasil</b><span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"> no auditório da escola.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Temas: O Descobrimento do Brasil como contexto histórico do Quinhentismo.</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;"> A importância da cartografia.</span><br />
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<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Oficina de Língua Portuguesa, Geografia e Sociologia.</span><br />
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<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Debate em sala de aula.</span><br />
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<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Produção Textual</span><br />
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<span style="background-color: white; color: #222222; font-family: "arial" , sans-serif; font-size: 12.8px;">Professoras: Claudia Milagres, Fernanda e Leticia</span><br />
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-15966434414551776692016-09-27T12:33:00.000-03:002016-09-27T12:35:16.687-03:00Vestibular Cederj<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<span style="font-size: 1.5em;">Vestibular Cederj tem mais de 7,1 mil vagas gratuitas</span></h3>
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O Vestibular Cederj 2017.1 oferece 7.159 vagas em 15 cursos de graduação a distância em sete universidades públicas: Cefet, Uenf, Uerj, UFF, UFRJ, UFRRJ e UniRio. As inscrições estão abertas até 27 de outubro no site <a href="http://www.cederj.edu.br/vestibular" style="border: 0px; color: #003184; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">www.cederj.edu.br/vestibular </a>e as provas serão aplicadas em 26 de novembro. O candidato pode escolher entre um dos 32 polos de ensino espalhados pelo Estado do Rio.</div>
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Os cursos oferecidos são bacharelados em Administração, Administração Pública e Engenharia de Produção; tecnólogos em Gestão de Turismo, Segurança Pública e Sistemas de Computação; e licenciaturas em Ciências Biológicas, Física, Geografia, História, Letras, Matemática, Pedagogia, Química e Turismo.</div>
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A partir do início das aulas, programado para o primeiro semestre letivo de 2017, os universitários serão avaliados em atividades presenciais (provas) e a distância, em datas e horários predeterminados, seguindo o modelo semipresencial. A metodologia permite que os estudantes tirem suas dúvidas pela internet ou por meio de um telefone 0800.</div>
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O aluno, além de não pagar mensalidades, recebe gratuitamente todo o material didático nos formatos online e impresso.</div>
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<strong style="border: 0px; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Mais de 40 mil matriculados</strong></div>
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O Consórcio Cederj, que tem mais de 40 mil alunos matriculados, pertence à Fundação Centro de Ciências e Educação Superior a Distância do Estado do Rio de Janeiro (Cecierj), órgão vinculado à Secretaria de Ciência, Tecnologia e Inovação. Os polos presenciais ficam nas seguintes cidades fluminenses: Angra dos Reis; Barra do Piraí; Belford Roxo; Bom Jesus do Itabapoana; Campo Grande; Cantagalo; Duque de Caxias; Itaguaí; Itaocara; Itaperuna; Macaé; Magé; Miguel Pereira; Natividade; Niterói; Nova Friburgo; Nova Iguaçu; Paracambi; Petrópolis; Piraí; Resende; Rio Bonito; Rio das Flores; Rocinha; Santa Maria Madalena; São Fidélis; São Francisco de Itabapoana; São Gonçalo; São Pedro da Aldeia; Saquarema; Três Rios; e Volta Redonda. </div>
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<em style="border: 0px; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Fonte: Ascom da Fundação Cederj</em></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-89932885808850016742016-09-27T12:30:00.000-03:002016-09-27T12:35:40.087-03:00Land Art<div dir="ltr" style="text-align: left;" trbidi="on">
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A Land Art, também conhecida como Earth Art ou Earthwork é o tipo de arte em que o terreno natural, em vez de prover o ambiente para uma obra de arte, é ele próprio trabalhado de modo a integrar-se à obra.</div>
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A Land Art surgiu em finais da década de 1960, em parte como consequência de uma insatisfação crescente em face da deliberada monotonia cultural pelas formas simples do minimalismo, em parte como expressão de um desencanto relativo à sofisticada tecnologia da cultura industrial, bem como ao aumento do interesse às questões ligadas à ecologia.</div>
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É um tipo de arte que, por suas características, não é possível expor e museus e galerias (a não ser por meio de fotografias). Devido às muitas dificuldades de colocar-se em prática os esquemas de land art, suas obras muitas vezes não vão além do estágio de projeto. Assim, a afinidade com a arte conceitual é mais do que apenas aparente.<br />
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Professora Grasielle<br />
Turmas 2001, 2002, 2003, 2004, 2005 e 2006.<br />
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-15257714783701972712016-09-23T17:21:00.000-03:002016-09-23T17:28:21.417-03:00Textura Gráfica<div dir="ltr" style="text-align: left;" trbidi="on">
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Técnicas utilizadas: pintura, desenho, colagem em mosaico.<br />
Trabalho feito pelos alunos do ensino médio - turmas 2006, 2008 - 2009-2010-2012-2013 <br />
Materiais: papel a4, papel cartão, papel Paraná, tesoura, canetas hidrocor, lápis de cor, lápis grafite, giz de cera, tinta guache, cola e termolina caseira.<br />
Professora Regina Sá <br />
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-1582834059467654342016-02-26T12:31:00.004-03:002016-02-26T12:38:59.486-03:00Projeto de Coleta de Resíduo Eletrônico de 2015 - Contagem Final<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Projeto de Coleta de Resíduo Eletrônico de 2015 foi concluído com a
participação ativa dos alunos do CIEP 257 contabilizando a relação
abaixo:</span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
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<ul>
<li style="text-align: left;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Baterias = 129</span></span></li>
<li style="text-align: left;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Pilhas = 936</span></span></li>
<li style="text-align: left;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Cabos = 68 ( apenas os que foram contados)</span></span></li>
<li style="text-align: left;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Fones de ouvido = 121</span></span></li>
<li style="text-align: left;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Carregadores = 129</span></span></li>
<li style="text-align: left;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Controles = 33</span></span></li>
<li style="text-align: left;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Diversos = 113</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Placas de computador = 34</span></span></li>
</ul>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Superamos a coleta de 2014 e todo material será entregue para uma empresa de reciclagem de resíduo eletrônico para o tratamento adequado, mais uma vez os alunos contribuindo com a preservação do meio ambiente através do Projeto de Ações Ambientais Permanentes da Escola.</span></span></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-5779580899842829192015-12-11T08:55:00.000-02:002015-12-11T09:02:24.933-02:00 Roda Literária - Professora Claudia Milagres<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
A Roda Literária tem como objetivo
estimular a leitura e motivar os alunos a desenvolver o hábito de refletir
acerca da realidade em que vivem a partir da ficção.<br />
<div class="MsoNormal">
<span lang="EN-US"> O projeto envolve toda a turma, que,
sob a orientação da professora, escolhe as obras literárias e dedica um tempo
determinado para a leitura. Após o qual, ocorre a culminância do trabalho na
biblioteca da escola, envolvendo apresentações individuais e debates.<o:p></o:p></span></div>
<span lang="EN-US" style="font-family: "droid sans"; text-align: justify;">
</span><br />
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<span lang="EN-US"> A Roda Literária promove a leitura em
seus aspectos individual e coletivo, além de despertar o prazer e a dimensão
lúdica que devem existir no ambiente escolar. Dimensão essa que suscita
interesse, estímulo e motivação aos alunos, levando- os a uma aprendizagem
significativa.<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "droid sans"; text-align: justify;"><span style="font-family: "droid sans";"><br /></span></span>
<span lang="EN-US" style="font-family: "droid sans"; text-align: justify;"><span style="font-family: "droid sans";"> </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span><embed align="middle" allowscriptaccess="sameDomain" bgcolor="#000000" flashvars="ql=2&src1=http://pic80.picturetrail.com:80/VOL2030/12641491/flicks/1/9109375" height="350" name="Sequence" quality="high" src="http://flash.picturetrail.com/pflicks/3/spflick.swf" style="height: 350px; width: 460px;" type="application/x-shockwave-flash" width="460" wmode="transparent"></embed><span style="text-align: left;"></span></div>
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-34969231744117376482015-12-08T12:19:00.000-02:002015-12-13T23:25:25.191-02:00Projeto Grafite Experimental<div dir="ltr" style="text-align: left;" trbidi="on">
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O projeto Grafite Experimental Interdisciplinaridade Arte/Literatura/Química<br />
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<div style="text-align: justify;">
Realizado com as turmas do 2° ano no terceiro bimestre, com objetivo de perceber as manifestações artísticas urbanas, em especial o grafite.
No conteúdo de artes, os alunos estudaram e implementaram a técnica de pintura em grande escala, utilizando tintas látex e spray.
Na literatura, propomos temas de autores que acompanhando suas frases motivacionais. Já na química, falamos sobre as substâncias coloidais e as tintas são tipos de substâncias que são formadas por vários pigmentos formando as cores, " são misturas que aparentam ser homogêneas quando observadas macroscopicamente, mas quando observadas ao microscópio já não apresentam um aspeto uniforme".
Esse projeto criou condições para o desenvolvimento criativo, estimulando o trabalho em grupo.
Agradecemos a participação e o empenho das turmas de 2° ano, 2001, 2003, 2004 e 2005. </div>
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PARABÉNSSSSSS<br />
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0tag:blogger.com,1999:blog-8122594002821979518.post-70951309455271420402015-12-08T00:13:00.002-02:002016-09-26T21:50:48.640-03:00Dança e ritmos - Professora Grasielle/Artes 4º bimestre<div dir="ltr" style="text-align: left;" trbidi="on">
Conhecendo alguns ritmos e estilos de dança, os alunos fizeram pesquisas sobre cada ritmo, buscando suas origens.<br />
Dividiram-se em grupo e cada grupo apresentou uma dança, representando o estilo pesquisado.<br />
Foi avaliado, coreografia, figurino, "domínio de palco", desenvoltura, produção em geral.<br />
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Flávia Ramoshttp://www.blogger.com/profile/09115168469827088630noreply@blogger.com0