tag:blogger.com,1999:blog-74352200566218548682024-03-19T03:21:13.590-07:00Mentes em evoluçãoLuana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-7435220056621854868.post-81784743007218247762011-07-18T09:26:00.000-07:002011-07-18T09:27:49.996-07:00Procedimentos de ensino e aprendizagem<h1 style="font-family: Times,"Times New Roman",serif; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 12pt; font-weight: normal;">Os métodos de ensino que vem sendo adotados pelos professores vêm gerando diversos questionamentos e preocupações. É necessário seguir princípios e procedimentos para selecionar esses métodos que serão encontrados, conectados a objetivos gerais e específicos.</span></h1><div style="font-family: Times,"Times New Roman",serif;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 12pt; font-weight: normal;">Estabelece-se o método de ensino, planejam-se e organizam-se atividades a fim de que o aluno consiga cumprir o objetivo que é entender aquele assunto especifico para algo maior que é adquirir conhecimento com a matéria sendo dada</span><span style="font-size: 12pt;">. </span><span class="apple-style-span"><span style="font-size: 12pt; font-weight: normal;">Percebe-se que com isso, vem a mente o <i style="mso-bidi-font-style: normal;">planejamento</i>, algo muito importante na prática docente escolar. </span></span><span style="font-size: 12pt; font-weight: normal;">“Planejar, portanto, é refletir, é prever, é criar, é agir”. (HAYDT, 2003)</span></h1><div style="font-family: Times,"Times New Roman",serif; text-align: justify;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 12pt; font-weight: normal;">Os princípios básicos do ensino são aspectos gerais do processo de ensino, fundamentados (teoricamente) na orientação do trabalho docente. Estes fundamentos indicam e orientam a atividade do professor rumo aos objetivos gerais e específicos que são:</span></h1><div style="font-family: Times,"Times New Roman",serif; text-align: justify;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: 12pt; font-weight: normal;">Caráter científico e sistemático - O professor deve buscar a explicação científica do conteúdo; se certificar de que informações anteriores tenha sido aprendida pelo estudante antes de introduzir novas informações; ter unidade entre objetivos-conteúdos-métodos.<span style="color: red;"></span></span></h1><div style="font-family: Times,"Times New Roman",serif; text-align: justify;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: 12pt; font-weight: normal;">Ser compreensível e possível de ser assimilado - Na prática, para se entender estes conceitos, deve-se dosar o grau de dificuldade no processo de ensino.</span></h1><div style="font-family: Times,"Times New Roman",serif; text-align: justify;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: 12pt; font-weight: normal;">Assegurar a relação conhecimento-prática –Estabelecer vínculos entre os conteúdos e experiências e problemas da vida prática.</span></h1><div style="font-family: Times,"Times New Roman",serif; text-align: justify;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify;"><span style="font-size: 12pt; font-weight: normal;">Garantir a solidez dos conhecimentos e levantar vínculos para o trabalho coletivo e as particularidades individuais.<span class="apple-style-span"></span></span></h1><div style="font-family: Times,"Times New Roman",serif; text-align: justify;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify; text-indent: 35.4pt;"><span class="apple-style-span"><span style="font-size: 12pt; font-weight: normal;">Com isso, acredita-se que possa haver um planejamento da aula no qual o aluno adquirirá o conhecimento e assim cumprir os objetivos postos pelos princípios básicos do ensino.</span></span></h1><div style="font-family: Times,"Times New Roman",serif; text-align: justify;"></div><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt; font-weight: normal;"> </span></span></h1><h1 style="font-family: Times,"Times New Roman",serif; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt; font-weight: normal;">HAIDT, Regina Célia Cazaux. 2003. Curso de Didática Geral. 7.ed. São Paulo: Ática.</span></span></h1><div style="text-align: justify;"></div><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"></span></b></span></div><div style="text-align: justify;"></div><h1 style="text-align: justify;"><span class="apple-style-span"><span style="color: black; font-size: 13pt; font-weight: normal;"> </span></span></h1><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
</div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-63003300063077039142011-07-18T08:34:00.000-07:002011-07-18T08:34:30.776-07:00Acabou... será mesmo?<div style="text-align: justify;">E termina mais uma disciplina... A disciplina de didática II. Devo confesar que foi melhor do que a I.</div><div style="text-align: justify;">Os textos estudados foram bem interessantes e me fez refletir bastante sobre a prática escolar.</div><div style="text-align: justify;">A melhor parte da disciplina foi sem dúvida as visitas ao colégio e a prática da oficina. Foi uma experiência gratificante que ficará pra sempre marcada por ter sido ótima e por também ter sido minha primeira experiência atuando em sala de aula. Os aunos foram ótimos,esducados e interessados no que estava sendo feito por ser também algo diferente do que eles veêm todo dia em sala de aula O professor se mostrou muito receptivo, tecendo comentarios positivos sobre a nossa "aula" critica. </div><div style="text-align: justify;">O grupo composto por mim, Aline, Carla, Elisangela, Michel e Odilane mostrou grande entrosamento e o sucesso da oficina se deu também pelos componentes do grupo estarem todos engajados em fazer dessa proposta de oficina algo produtivo.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Levarei comigo ótimas lembranças desse dia. E lembrando que este é apenas o fim de um começo!</div><div style="text-align: justify;"><br />
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" /> </div><div style="text-align: justify;">Assim como o sol que vai embora, volta no outro dia são os acontecimentos da vida que são como um circulo que nunca se acaba; são principios e fins ao mesmo tempo. - Luana Santos</div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-92166986578401928952011-07-07T18:51:00.000-07:002011-07-07T19:08:38.452-07:00Entre os muros da escola / Ensinar a Ensinar<div style="text-align: justify;"> <span class="Apple-style-span" style="background-color: #eeeeee; font-family: Arial, Helvetica, sans-serif;">O filme “Entre os muros da escola”, coloca em questão o papel do educador na sociedade em meio a um ambiente hostil com o qual ele trabalha. Conviver com o diferente, agir de forma ética em certas situações e ainda há a escola que tenta cumprir seu papel social. O filme faz o espectador pensar, essa é a urgência que ele transmite. A relação entre professor e alunos do ensino fundamental de um colégio, no caso Francês, expõe o que é a juventude e os desafios do ensino atualmente.</span><br />
<div style="text-align: justify;"><span class="Apple-style-span" style="background-color: #eeeeee; font-family: Arial, Helvetica, sans-serif;"> Ocorre uma visão realista do filme, da decadência escolar como espaço democrático, algo que não apenas ocorre na sociedade francesa, mas também em várias instituições públicas espalhadas pelo mundo, como por exemplo, as instituições públicas brasileiras. “Entre os muros da escola” vai fundo ao problema instaurado no modelo escolar e dos conflitos ocasionados pelos choques de cultura presentes no filme. Lá, eles partem de suas causas, não de seus efeitos, visando que os telespectadores incitem perguntar, havendo assim um debate sobre esse assunto, não podendo mais ser adiado.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="background-color: #eeeeee; font-family: Arial, Helvetica, sans-serif;"> O professor apenas como possuidor do conhecimento parece não se encaixar mais nos modelos escolares atuais. Numa antiga definição de didática, o termo ensinar era entendido como assinalar, mostrar, anunciar e concorda ao tipo de diálogo descrito, no filme, François é um professor humano, que sabe exercer o papel de educador, buscando uma aproximação com seus alunos que não para apenas nos livros escolares. Atualmente há um desgaste dos docentes decorrente do desinteresse dos alunos. François busca estimular seus alunos, mas encontra falta de respeito somando com os descasos profissionais, assim como, a falta de interesse dos alunos em aprender.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span class="Apple-style-span" style="background-color: #eeeeee; font-family: Arial, Helvetica, sans-serif;"><span style="color: red;"> </span>A nova definição de didática coloca à prova a capacidade do professor em despertar o interesse do aluno sobre a matéria, sua difícil tarefa de transmitir conteúdos de maneira clara e objetiva para os estudantes, despertando no aluno uma visão critica sobre o mundo, e, o filme se refere, sobretudo também, das intimidades nas relações Professor – Aluno. Há a relação do professor em relação à convivência com essas diferenças culturais, étnicas e sociais presentes em sala de aula. <o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span class="Apple-style-span" style="background-color: #eeeeee; font-family: Arial, Helvetica, sans-serif;"><span style="color: red;"> </span>O filme tem como objetivo mostrar a realidade dos alunos, diagnosticar a mediação e, sobretudo, a importância do professor como profissional, ser social e educador. As discussões pedagógicas presentes no filme servem para tecer considerações sobre o ensino, mostra erros didáticos comuns e leva a reflexões mais profundas sobre a consciência que os problemas educacionais vão, na prática, muito além das queixas e negligências educacionais. <o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span class="Apple-style-span" style="background-color: #eeeeee; font-family: Arial, Helvetica, sans-serif;"> Os problemas do equilíbrio para educação vão além às dificuldades de acesso ao ensino, ou mesmo, falta de opções ou qualificações, pouca oportunidade. Percebe-se que o problema da educação está na esfera social e diversidade, além do acumulo de divergências entre professor e aluno ao longo desses tempos, mas o filme propõe essa integração entre as partes porque trabalhando unidas pode-se chegar a um consenso e uma harmonia de idéias, assim haver um melhor ensino nas escolas.</span><span style="color: red; font-family: 'Times New Roman', serif; font-size: 12pt;"><o:p></o:p></span></div></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVLE3O25z-u90dp31XWHomOlLwg7Y8f4CLY41gsF2YFqK5v9xTS8OYZWNBRL_SzxuTZXMku2Wpds2qxIRrtmt3q0RhWY6hszfy_dXfDOrMt3tgUfFpr_RHYdVT7VkZ3y4mRIqMcl64yMn5/s1600/5512.age" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVLE3O25z-u90dp31XWHomOlLwg7Y8f4CLY41gsF2YFqK5v9xTS8OYZWNBRL_SzxuTZXMku2Wpds2qxIRrtmt3q0RhWY6hszfy_dXfDOrMt3tgUfFpr_RHYdVT7VkZ3y4mRIqMcl64yMn5/s320/5512.age" width="227" /></a></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
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</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">RFERÊNCIAS:<o:p></o:p></span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">CASTRO, Amelia Domingues de; CARVALHO, Anna Maria Pessoa.<span style="color: black;"> (Org.) </span><i style="mso-bidi-font-style: normal;">Ensinar a Ensinar</i>: Didática para a Escola Fundamental e Média. São Paulo: Pioneira Thompson, 2002.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><o:p></o:p></span></b></div><div class="MsoNormal"><br />
</div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-26351542274845930582011-07-07T18:37:00.000-07:002011-07-07T18:37:46.348-07:00Depoimento da professora Amanda Gurgel.A professora Amanda Gurgel <b>resume bem</b> o quadro da <b>Educação no Brasil.</b><br />
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<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxS7jhaDfZgeSoBNz7_GRaN-o2B7A2OyFHN4-KFHDIN9G3fPC1LOijq2AbHRXcZEPuvfRWOc5mVHgI_6GySSA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-39588879076682994852011-07-06T20:39:00.001-07:002011-07-07T18:42:53.788-07:00AULA DIA 05.06<div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt;"> <span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Depois de quatro semanas sem assistir aula porque estava praticando a oficina e também porque a professora não deu duas aulas, tivemos nosso retorno oficial no dia 05.06. A aula foi basicamente os relatos das oficinas de dois grupos (incluindo o meu) que não havia relatado antes por estarem fazendo oficina.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><span class="apple-style-span"><span style="font-size: 12pt;"> Nosso grupo relatou como a experiência foi gratificante e melhor do que esperávamos. A professora gostou bastante de nosso material didático e da forma como abordamos. <o:p></o:p></span></span><span class="Apple-style-span" style="font-size: 16px;">O outro grupo também teve uma boa experiência como foi relatado por eles.</span><span class="Apple-style-span" style="font-size: 16px;"> Na outra parte da aula abordou-se sobre o texto "Metódos e práticas de aprendizagem".</span></span><br />
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<div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt;"><o:p></o:p></span></span></div></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-77094536299546870462011-06-30T18:48:00.000-07:002011-06-30T18:48:36.591-07:00As Vitimas Algozes<div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: red;"> O livro <i>As Vítimas-Algozes</i>, de Joaquim Manuel de Macedo, foi escrito na segunda metade do século XIX, em 1869, 19 anos antes da Abolição da Escravidão. O livro pertence ao Romantismo, que foi uma escola literária de grande importância para a história de nossa literatura. A obra não agradou o público oitocentista e recebeu várias críticas publicadas na imprensa, sendo considerado por Ubiratan Machado como “o livro mais atacado pela crítica durante o período romântico”.<br />
<i><span style="mso-tab-count: 1;"> </span>As Vítimas Algozes</i> é, ao seu modo, um romance abolicionista. Não daquele abolicionismo que encontramos nas obras dos poetas acima relacionados. Como explica Macedo, na nota “Aos Nossos Leitores”, não lhe interessou, nas “educativas” e “moralizantes” histórias que entregava aos consumidores de sua vasta obra, pintar “o quadro do mal que o senhor, ainda sem querer, faz ao escravo”, mas, sim, o “quadro do mal que o escravo faz de assento propósito ou às vezes irrefletidamente ao senhor”. <o:p></o:p></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: red;"><span style="mso-tab-count: 1;"> </span>Dito de maneira mais direta, o romance antiescravista de Macedo quer convencer os seus leitores de que é preciso libertar os escravos não por razões humanitárias, mas porque os cativos, sempre imiscuídos nas casas-grandes e sobrados, introduzem a corrupção física e moral no seio das famílias brancas. A obra é um retrato perfeito do Brasil pós-abolicionista. De acordo com o contexto histórico da época, Joaquim Manuel alertava ao leitor burguês de que o melhor a fazer era gradualmente abolir a escravidão.<o:p></o:p></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: red;"><span style="mso-tab-count: 1;"> </span>O objetivo político das três histórias que compõem o livro está claro desde a nota inicial aos leitores. Professando narrar apenas “histórias verdadeiras”, queria firmar, na “consciência” do público, “as verdades que vamos dizer”. Obra de convencimento, portanto, <i>As vítimas-algozes </i>era tentativa de obrigar os leitores a “encarar de face, a medir, a sondar em toda sua profundeza um mal enorme que afeia, infecciona, avilta, deturpa e corrói a nossa sociedade, e a que nossa sociedade ainda se apega semelhante a desgraçada mulher que, tomando o hábito da prostituição, a ela se abandona com indecente desvario”.<o:p></o:p></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><br />
</div><div style="margin-left: 184.3pt; text-align: justify;"><span style="font-size: 11.0pt;"><span class="Apple-style-span" style="color: red;">“A asa negra da escravidão roçara por sobre a casa e a família de Paulo Borges, e espalhara nelas a desgraça, as ruínas e mortes violentas dos senhores. Pai-Raiol e Esméria, algozes pela escravidão, esses dois escravos assassinos não podem mais assassinar... A escravidão, porém, continua a existir no Brasil. E a escravidão, a mãe das vítimas-algozes, é prolífica.” (Trecho retirado do final do conto Pai-Raiol.)</span><span style="color: black;"><br style="mso-special-character: line-break;" /> <!--[if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;" /> <!--[endif]--></span><o:p></o:p></span></div><div style="margin-left: 184.3pt; text-align: justify;"><span style="font-size: 11.0pt;"><span style="color: black;"><br />
</span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyxkEsooo-fJ0J_ATCGGKTmsMXfst0141JJKoWWpTM87juouYQ8oFh6f0CeCEmtyE8dbq9XObSXtGiGrFjqxSTmpNyOhd9-e9kl2HVdR3AGvbIHcZIgJeUGr5gnlTCWkgz4O8rMAGghCn0/s1600/livro-117.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyxkEsooo-fJ0J_ATCGGKTmsMXfst0141JJKoWWpTM87juouYQ8oFh6f0CeCEmtyE8dbq9XObSXtGiGrFjqxSTmpNyOhd9-e9kl2HVdR3AGvbIHcZIgJeUGr5gnlTCWkgz4O8rMAGghCn0/s1600/livro-117.jpg" /></a></div><div style="margin-left: 184.3pt; text-align: justify;"><span style="font-size: 11.0pt;"><span style="color: black;"><br />
</span></span></div><div style="margin-left: 184.3pt; text-align: justify;"></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-12083400444201867502011-06-14T18:51:00.000-07:002011-06-14T18:51:47.372-07:00Oficina no Colégio<div class="MsoNormal" style="line-height: normal; text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt;"> <span class="Apple-style-span" style="background-color: #eeeeee;"> <span class="Apple-style-span" style="color: magenta; font-family: Times, 'Times New Roman', serif;">No dia 14.06 fizemos a oficina no Colégio Estadual Mário Augusto Teixeira de Freitas. E foi uma ótima experiência. Os alunos foram totalmente compreensivos conosco, prestaram atenção na nossa “aula” e se mostraram incrivelmente interessados.<o:p></o:p></span></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #eeeeee; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta; font-family: Times, 'Times New Roman', serif;"> Resolvemos propor para eles uma oficina com um olhar mais critico sobre uma obra do romantismo, já que eles estão tendo em literatura que estudar sobre as escolas literárias. Percebemos uma falta disso nas aulas, que eles precisavam observar, a partir do livro que escolhemos, de maneira mais critica um livro. Escolhemos então “As vitimas Algozes” de Joaquim Manuel de Macedo por ser um livro de leitura fácil e que poderia chamar mais atenção deles, além de conter diversos assuntos interessantes.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #eeeeee; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta; font-family: Times, 'Times New Roman', serif;"> A mim, coube a parte de fazer um resumo do conto. Escolhemos apenas um conto para trabalhar e não toda a obra, pois seriam apenas 50 minutos de aula. Irei fazer um <i>post</i> apenas sobre esse livro porque é bem legal e ser trabalhado e dá uma excelente resenha. <o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt;"><span class="Apple-style-span" style="background-color: #eeeeee;"><span class="Apple-style-span" style="color: magenta; font-family: Times, 'Times New Roman', serif;"> Tiramos uma foto com a turma e o professor que também pareceu gostar muito de nossa oficina. O professor Tinoco foi bastante receptivo e nos cedeu a sua aula para fazermos essa oficina de bom grado. Uma ótima experiência com certeza, como eu já havia falado, para quem nunca (eu) havia “dado uma aula” e tido esse contato tão direto com os estudantes.</span></span><o:p></o:p></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt;"><span class="Apple-style-span" style="background-color: #eeeeee;"><span class="Apple-style-span" style="color: magenta;"><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAimk_-LXHvAV3RAvvp_D3XxOVqF2c2v_Bms0uyLDfWNbMR8xm_ry8Bn1qQMYYDiDDIyOw4jzcdMvKoLasF4lk3radjkjFqZfgKkMcFk4f9QDLi-OdMWfSAzYTG_6kDjwW8SkSk_aWi2bG/s1600/oficina02.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAimk_-LXHvAV3RAvvp_D3XxOVqF2c2v_Bms0uyLDfWNbMR8xm_ry8Bn1qQMYYDiDDIyOw4jzcdMvKoLasF4lk3radjkjFqZfgKkMcFk4f9QDLi-OdMWfSAzYTG_6kDjwW8SkSk_aWi2bG/s320/oficina02.JPG" width="320" /></a></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt;"><span class="Apple-style-span" style="background-color: #eeeeee;"><span class="Apple-style-span" style="color: magenta;"><br />
</span></span></span></span></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-33199719911255558492011-06-01T18:36:00.000-07:002011-06-01T18:54:30.473-07:00Aula dia 31/05<div style="margin-bottom: .0001pt; margin: 0cm;"><span class="Apple-style-span" style="background-color: white;"><br />
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<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; color: magenta;"><span class="Apple-style-span" style="background-color: white;"> </span></span><span class="Apple-style-span" style="color: magenta; font-size: 17px;">Na aula do dia 31.05, a professora pediu para que cada grupo fosse à frente e contasse suas experiências na escola, seus pontos de vista e as propostas de oficinas, abrindo para debate e que os outros alunos participassem dando opiniões, comentando e também que dessem sugestões.</span><br />
<u1:p></u1:p> <div style="line-height: 18.0pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="background: white; color: magenta; font-size: 13.0pt;"> No meu grupo, relatamos que o colégio tem uma boa estrutura, a direção foi receptiva e principalmente o professor de português Tinoco. Contamos que assistimos três aulas, sendo que uma delas foi na turma 2° B, uma turma não muito agradável e extremamente inquietos. Fomos para a turma 2° C, na qual assistimos duas aulas e eles mostraram-se mais interessados, muito participativos na aula de gramática, mas nem tanto na de literatura. Foram educados conosco e por conta desses motivos escolhemos essa turma para propor a oficina.</span><span style="color: black; font-size: 13.0pt;"><o:p></o:p></span></div><u1:p></u1:p> <div style="line-height: 18.0pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="background: white; color: magenta; font-size: 13.0pt;"><u2:p></u2:p> Com base nas observações, e vendo as dificuldades da turma, o grupo decidiu pegar os assuntos de literatura que estão sendo dados, romantismo, e mostrar aos alunos o livro "A vitimas algozes" com um olhar mais critico sobre este. Percebemos que a aula de literatura não tem um aprofundamento, sendo bastante superficial. A partir disso, queremos propor para a oficina um debate, assim os estudantes levantarão questões e terão um outro olhar sobre não apenas esse livro, mas também outros.</span><span style="color: black; font-size: 13.0pt;"><o:p></o:p></span></div></div></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-14813932566790575992011-05-26T12:03:00.001-07:002011-05-26T12:06:28.454-07:00TENDÊNCIAS PEDAGÓGICAS NA PRÁTICA ESCOLAR<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">As tendências pedagógicas realizadas no contexto atual mostram que há uma deficiência no sistema de educação por parte do emprego destas práticas, por serem rudimentares e por não inserir o conteúdo empregado no contexto do estudante, não apenas de escola pública, mas também de escolas particulares que adotam essa forma de orientação para seus alunos. <o:p></o:p></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">O texto de Luckesi traz diversas tendências teóricas empregadas pelas escolas como: Pedagogia liberal, tradicional, renovada progressivista, renovada não-diretiva, tecnicista, pedagogia progressista, libertadora, libertária, crítico-social dos conteúdos. Na minha formação escolar a tendência que predominou foi à tradicional e é a mais utilizada no sistema de formação escolar no Brasil.<o:p></o:p></span></div><div class="MsoBodyTextIndent" style="margin-left: 0cm; text-align: justify;"> <span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Sobre essas tendências, pode-se verificar que na metodologia tradicional, as aulas eram centradas no professor, colocando as aulas como expositiva e demonstrativa, realizando exercícios de fixação, como leitura e cópias. Predomina nesse ambiente a autoridade do professor que apenas transmite o conteúdo, enquanto que o aluno está ali para absorver o conteúdo não dialogando com ele e não os socializando com outras matérias. <o:p></o:p></span></div><div class="MsoBodyTextIndent" style="margin-left: 0cm; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> Os conteúdos são separados da experiência do aluno e das suas realidades sociais, toda a prática escolar não tem nenhuma relação com o cotidiano do aluno. (LIBÂNEO, 1994) A matéria de ensino é tratada isoladamente, isto é desvinculada dos interesses dos alunos e dos problemas reais da sociedade e da vida.<o:p></o:p></span></div><div class="MsoBodyTextIndent" style="margin-left: 0cm; text-align: justify; text-indent: 35.4pt;"><span lang="PT" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">A</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">s tendências apresentadas se refletem no cenário atual</span>,<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> cujas influências pode-se perceber nas escolas de todo o Brasil. Agindo sozinhas cometem algumas falhas, pois trabalham rigorosamente seguindo os seus preceitos, e não conseguem encontrar um meio termo para melhor ser aplicada nas escolas. </span></div><div class="MsoBodyTextIndent" style="margin-left: 0cm; text-align: justify; text-indent: 35.4pt;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">As </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">tendências pedagógicas liberais, ou seja, a tradicional, a renovada e a tecnicista, nunca assumiram compromisso com as transformações da sociedade</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">, tem posturas antidemocráticas e de autoritarismo, levando a centralização do professor e a submissão do aluno. </span><span style="color: red;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> Enquanto que as tendências pedagógicas progressistas focam bastante na questão social, realidade do aluno e a análise critica. Segundo Libâneo, a pedagogia progressista, também chamada de teorias práticas da educação designa as tendências que, partindo de uma análise crítica das realidades sociais, sustentam implicitamente as finalidades sociopolíticas da educação. <o:p></o:p></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"> <span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Isso</span><span style="color: red;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">implica diferentes concepções de homem e sociedade, levando ao aluno o que a escola e o educador deveriam de fato realizar, desempenhando o seu papel de intermediador levando o conhecimento, mas também dando o suporte necessário ao aluno para ele se tornar um ser critico e tentar mudar a sociedade e a sua realidade na qual está inserido.<o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 13pt; line-height: 115%;">Referências:<o:p></o:p></span></b></span></div><div class="MsoBodyTextIndent" style="margin-left: 0cm; text-indent: 0cm;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">LIBÂNEO, José Carlos. <i style="mso-bidi-font-style: normal;">Democratização da Escola Pública</i>. São Paulo : Loyola, 1990.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">LUCKESI, Carlos. <i style="mso-bidi-font-style: normal;">Tendências pedagógicas na prática escolar.</i> São Paulo: Cortez Editora, 1991.<o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-46718314153867545302011-05-24T18:41:00.001-07:002011-05-24T18:45:28.209-07:00AULA 17/05<div class="MsoNormal" style="line-height: 150%;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGm5uutkIEFbcb_IzTXWd3AzQO7RVHqbkqcpl1Mw3i1Y19wuzvSPGja3KjE4T8Qjky6eGEbC5wamrvMlhWz9xlk7iOVWXq7ScohUz3bbPW0e_u0mzdfQTMBXXGGDpZupXVho1-fejEeHnp/s1600/Plano-de-Aula-pronto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGm5uutkIEFbcb_IzTXWd3AzQO7RVHqbkqcpl1Mw3i1Y19wuzvSPGja3KjE4T8Qjky6eGEbC5wamrvMlhWz9xlk7iOVWXq7ScohUz3bbPW0e_u0mzdfQTMBXXGGDpZupXVho1-fejEeHnp/s1600/Plano-de-Aula-pronto.jpg" /></a></div><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> </span></span><br />
<span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"><br />
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<span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"> A aula do dia 17 foi trabalhada em cima do texto de Celso Vasconcelos. Uma parte de um capitulo toca principalmente nos planejamentos e com base no planejamento de aula apresentado no texto, será elaborado o planejamento da oficina. Percebe-se que um planejamento é algo fundamental na vida de um professor para ele realizar um trabalho coerente e seguir uma linha de raciocínio.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><span class="Apple-style-span" style="color: magenta;"> Sabe-se que um plano de aula não é um modelo a ser seguido rigorosamente, pois no decorrer do ano, vários fatores interferem para a mudança das aulas. Um plano de aula é uma previsão, ou seja, pode ser mudado conforme as circunstâncias do momento, a disposição dos alunos, do professor, do interesse despertado pelas atividades propostas, etc. <o:p></o:p></span></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"> Do mesmo modo que o planejamento, o plano de aula é dinâmico e deve ser adequado conforme a aula decorre buscando atender às necessidades do momento, fazendo intervenções junto aos alunos, a fim de garantir que os objetivos da aula sejam atingidos, tornando-a agradável e produtiva. Uma aula é sempre um processo coletivo, pois não existe ensino sem aprendizagem, nem aprendizagem sem ensino, assim como não existe processo ensino-aprendizagem sem uma boa relação professor-aluno.</span></span></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-51050206081157333612011-05-24T18:30:00.000-07:002011-05-24T18:30:50.265-07:00Segunda visita ao colégio<div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt; line-height: 115%;"> <span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"> <span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">No dia 24/05, houve uma visita ao Colégio Estadual Mario Augusto Teixeira de Freitas, onde fomos recebidos pelo professor Tinoco de português e assistimos a 3 aulas dele. A primeira aula foi no 2° B, percebemos que a turma era inquieta, desatenta e soltava piadinhas a todo o momento. No 2° e 4° horário, assistimos às aulas na turma 2° C, na qual percebemos que os alunos são mais interessados, interagem na aula, menos bagunceiros e se mostraram bastantes receptivos conosco.<o:p></o:p></span></span></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="font-family: Times, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"> Na aula de gramática o professor estava focando no assunto dos tempos verbais. Já na de literatura, ele focou no romantismo. Foram aulas de revisão, pois na semana seguinte teria um pequeno teste. A partir dessa observação e de mais uma aula, iremos juntar todos os integrantes da equipe e pensaremos em uma oficina para a turma com base nos assuntos que estão sendo abordados. Iremos propor primeiramente ao professor, mostrando como será feita a oficina e depois aos alunos.</span><o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt; line-height: 115%;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"><br />
</span></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxEO2REEhCFZwGB4QQblIb9Lp5YmxdCn6e7kF_GZvEC8uiaUSAJGdsZ7RSxbWbID9uCtqJwnP_79yRDshI-WmU4bLSzLNTmydJfAnVgOd5Y9hjSQRKdukRELhNxEtkrdENVnkpm1m2hc13/s1600/grav_criancas_sala_de_aula2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxEO2REEhCFZwGB4QQblIb9Lp5YmxdCn6e7kF_GZvEC8uiaUSAJGdsZ7RSxbWbID9uCtqJwnP_79yRDshI-WmU4bLSzLNTmydJfAnVgOd5Y9hjSQRKdukRELhNxEtkrdENVnkpm1m2hc13/s320/grav_criancas_sala_de_aula2.jpg" width="320" /></a></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt; line-height: 115%;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"><br />
</span></span></span></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-24538728840831176232011-05-13T17:44:00.000-07:002011-05-13T17:45:16.807-07:00Alienado... Quem?<div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglS2ZIAar4mDyFnw_Ci5MAnAfmj4YBsZugcTac-n5yivYd_omHEHxTOy5NvaVfjkPbxmLvo3wD4ZFfg9ZeOUoINmjet7JnBJxmPZr3SnCjLjO2kiGv60en2QzTaSJ_wGtNNXsfCsJ5J4Zz/s1600/2044570.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglS2ZIAar4mDyFnw_Ci5MAnAfmj4YBsZugcTac-n5yivYd_omHEHxTOy5NvaVfjkPbxmLvo3wD4ZFfg9ZeOUoINmjet7JnBJxmPZr3SnCjLjO2kiGv60en2QzTaSJ_wGtNNXsfCsJ5J4Zz/s1600/2044570.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: left;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"> <span class="Apple-style-span" style="background-color: #cccccc; color: magenta;">Na parte II do texto de Celso Vasconcelos, há um tópico do qual ele fala sobre a alienação do professor enquanto formador social. Ele faz uma comparação entre um professor e um operário; no mundo atual os dois estão tendo as mesmas funções, pois o professor está fazendo apenas um trabalho mecânico e não mais sendo um agente social, formador de opiniões e formando agentes críticos. <o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"> Ele chega na sala de aula, despeja o conteúdo para os alunos e volta para a sua casa. Ou seja, ele está ali só cumprindo horário, o que a sociedade impôs a ele. Estão acomodados e alienados de que não podem mudar a realidade do qual vivem. No momento que ele vai dar o assunto, deve-se considerar a realidade do aluno, da escola e a sua própria, e isso vai fazer com que os estudantes ultrapassem os muros da escola e chegue até a sua realidade para ele poder se questionar e assim transformar.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"> No texto de Vasconcelos, ele fala sobre reflexão, desse modo percebemos que a reflexão é uma ação. Refletir sobre o que iremos explicar e fazer uma programação daquilo, buscar outras formas para explicar o mesmo assunto se chama planejamento. Isso é rejeitado por boa parte dos professores que têm opiniões como "Não é preciso planejar, não é necessário e não funciona". Voltando ao texto, o autor afirma que:<o:p></o:p></span></span></span><br />
<span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"><br />
</span></span></span></div><div class="MsoNormal" style="line-height: normal; margin-left: 184.3pt; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 10pt;"><span class="Apple-style-span" style="color: magenta;">"O 'bom' do trabalho mecânico, repetitivo é que não exige maiores esforços. Fazer um trabalho mais consciente, crítico, criativo, significativo, implica que o professor deve se rever, se capacitar, sai do 'piloto automático', enfrentar conflitos, etc. Se o trabalho do professor está marcado muito fortemente pela alienação, é claro, que não verá o menor sentindo no planejamento."<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 10pt;"><span style="background-color: #cccccc;"><span class="Apple-style-span" style="color: magenta;"> </span></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 10pt;"> </span></span><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">O professor alienado não vê sentindo em planejar e isso também requer tempo. A sociedade o moldou desse jeito e ele não faz nada para mudar essa situação porque desse jeito pra ele está "bom".<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"> No interior deste contexto, o professor, passa a ser visto como um trabalhador assalariado que realiza um trabalho intelectual. Aqui reside o núcleo da discussão, o paradoxal processo de alienação do educador brasileiro. As reformas educacionais empreendidas pelas autoridades instituídas a partir de 1968 tiveram por objetivo "despolitizar" o ensino e, por conseguinte, o professor. Isso significa dizer que se promoveu uma formação política ditada pelas minorias representadas pelos organismos de governo. O professor da escola pública brasileira desconhece sua função organizativa, é necessário que este adquira a compreensão de seu papel político de intelectual orgânico. <o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"> Não há mais a capacidade humana da ação criativa nos professores, capazes de reproduzir uma mesma tarefa por anos. O mundo muda e ele continua naquela estagnação, as falas são de reprodução, dos códigos do senso comum mais conservador.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"> E ainda há o processo do distanciamento do relacionamento professor-aluno. É comum se ouvir termos referentes a determinados alunos ou turmas como “marginal” “turma incompetente”, “aquele é um caso perdido”. Ou até falas de ironias. Quer dizer, o professor perdeu totalmente aquela função de educador e formador de opinão e agora é apenas um “operário”, um assalariado.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"> Não há uma identificação de classe na relação professor-aluno, são colocados como “inimigos de sangue”, os docentes individualizam a culpa dos problemas escolares no aluno, sem compreender que ele é um agente importante dentro do processo educativo e que cabe a ele transformar a escola em um espaço de desenvolvimento das potencialidades humanas. Mas como atingir este grau de conscientização quando são cotidianamente iludidos a acreditarem que sua participação no espaço escolar é meramente presencial e não transformadora? Um grande desafio que para o educador sair desse grau tão elevado de alienação requer bastante reflexão do papel dele como ser humano e professor na sociedade.</span><o:p></o:p></span></span></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-78630379861649092252011-05-13T16:11:00.000-07:002011-05-13T16:12:45.011-07:00AULA DIA 10/05<div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt; line-height: 115%;"> <span class="Apple-style-span" style="background-color: #cccccc; color: magenta; font-family: Times, 'Times New Roman', serif;">Houve muitas discussões em sala principalmente em relação ao blog e aos critérios de avaliação do mesmo. Tudo que estava na folha para a avaliação foi dito no 1° dia de aula, então para mim estava muito claro. A professora tentou abrir um dialogo com os alunos e estes não foram compreensivos querendo impor sua vontade a dela. Necessita-se de um mais de educação e respeito ao docente e principalmente a vontade dela em querer a opinião dos alunos.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-size: 12pt; line-height: 115%;"><span class="Apple-style-span" style="color: magenta; font-family: Times, 'Times New Roman', serif;"> A outra parte da aula serviu para se falar sobre a ida aos colégios, já que na semana seguinte não houve aula. Voltei ao colégio para tirar umas fotos e falar com a direção, porém no CENTRAL não havia ninguém na direção, coordenação e secretaria. Para não dar “viagem de balde” fui ao Colégio Mário Augusto Teixeira de Freitas e a direção mais uma vez se mostrou bastante receptiva e fui apresentada ao professor de português.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-size: 12pt; line-height: 115%;"><span class="Apple-style-span" style="color: magenta; font-family: Times, 'Times New Roman', serif;"> Muito simpático o professor Tonico me falou sobre as suas aulas, o assunto que está sendo dado e que eu e meu grupo seriamos bem vindos para fazer as observações da aula e, por conseguinte uma oficina, sendo a sua turma de 2° ano do ensino médio. Depois da breve conversa tirei algumas fotos da frente do colégio, do prédio da biblioteca e da secretaria. Não pude tirar fotos de dentro do colégio pois não foi permitido.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span style="font-size: 12pt; line-height: 115%;"><br />
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</span></span></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-24214107081979546282011-05-10T19:11:00.000-07:002012-02-27T16:50:27.635-08:00Bullying<div class="separator" style="clear: both; text-align: center;">
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<span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"> Um assunto tão delicado que passou a ser dado mais atenção. Bullying é algo sério e pode fazer com que a vitima se torne uma pessoa muito ressentida e atente não apenas pela sua vida, mas de outros também, muitas vezes inocentes.<o:p></o:p></span></span></div>
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<span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"> No caso da chacina na escola em Realengo, têm-se relatos que o assassino sofreu esse timo de violência na época em que estudava. E ele praticou o assassinato na mesma instituição de ensino que sofreu o bullying.<o:p></o:p></span></span></div>
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<span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"> O que fazer para evitar isso? Parece que as sugestões mais simples não dão jeito, como falar com os pais, com a direção ou até mesmo mudar de escola. E então só resta duas saídas: ficar quieto agüentando e deixar para lá ou revidar com violência e se vingar. O garoto australiano cansado de ser vitima de outro garoto que era até menor e mais magro que ele, resolveu dar um basta. Em entrevista </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Casey Heynes disse que na hora do<span class="apple-style-span"> golpe, intitulado “Street Fighte</span>r”, só lhe veio à cabeça os anos que passou sendo atormentado e nem mesmo pensou, apenas o fez e saiu.<o:p></o:p></span></div>
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<span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"> Esse momento de “glória” de </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Casey Heynes foi gravado e parou no youtube virando “hit”. E ele foi chamado até mesmo de herói por pessoas que sofrem ou sofreram esse tipo de violência e nada fazem ou puderam fazer. No caso de Wellington que entrou em sua antiga escola, foi para uma sala de aula e saiu atirando a esmo por quem estivesse em sua frente, contudo o alvo eram as meninas, pode ser tratado como vingança do bullying sofrido? E isso resultou em um homem atormentado que não conseguia apagar suas memórias definindo que chegara a hora de se vingar.<o:p></o:p></span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"> A sociedade tem que tomar uma providência, igualdade e respeito ao ser humano. As escolas têm que tomar providências em relação às pessoas que praticam, levando uma punição, e as pessoas que sofrem, tendo um acompanhamento psicológico. E os pais também devem intervir, pois são seus filhos que daqui a alguns anos sairão das escolas e se tornarão profissionais e o saldo de sua passagem pela escola é que resultará em uma boa parcela do caráter dele.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><a href="http://oglobo.globo.com/megazine/mat/2011/03/15/casey-heynes-estudante-australiano-se-vinga-de-bullying-com-golpe-de-street-fighter-vira-hit-na-internet-924015776.asp">http://oglobo.globo.com/megazine/mat/2011/03/15/casey-heynes-estudante-australiano-se-vinga-de-bullying-com-golpe-de-street-fighter-vira-hit-na-internet-924015776.asp</a></span></div>
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<a href="http://www.youtube.com/watch?v=dxBAy3901kc">http://www.youtube.com/watch?v=dxBAy3901kc</a></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com1tag:blogger.com,1999:blog-7435220056621854868.post-24009548121729768262011-05-04T08:05:00.001-07:002011-05-13T16:37:37.301-07:00E no colégio...<div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"> <span class="Apple-style-span" style="background-color: #cccccc; color: magenta;">No dia 26/04 não houve aula e fomos informados a visitar um colégio para fazermos uma pesquisa de campo e posteriormente uma oficina. Fomos em dois colégios, o Colégio Estadual Mário Augusto Teixeira de Freitas e o Colégio Central. <o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"> No primeiro, percebemos uma grande quantidade de alunos no turno da tarde e nos pareceu ser um colégio bem organizado. Fomos conversar com a direção e eles pareceram estar dispostos anos deixar a fazer a observação do local, porém não naquele dia estava tendo conselho de classe e fomos convidados a voltar na semana seguinte. Como somos 5 (cinco) não seria possível, segundo a direção, de ficarmos todos em uma sala para a observação de uma aula no 1° ano de Língua Portuguesa. Cada um ficaria em uma sala e depois escolheríamos uma turma para fazer a observação.<o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="background-color: #cccccc; font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="color: magenta;"> Como não poderíamos fazer a observação naquele dia nos dirigimos para o Colégio Central. A direção foi muito receptiva, mas novamente não dava para fazer a observação devido estarmos com um documento assinado digitalmente. Eles disseram que precisariam de um documento mais confiável para liberar o colégio para nossas observações. Contudo, nos disseram que seriamos bem vindos a fazer a observação do espaço do colégio, a observação das aulas e depois a oficina. <o:p></o:p></span></span></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span class="apple-style-span"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><span class="Apple-style-span" style="background-color: #cccccc; color: magenta;"> Devido a isso, e também ao colégio estar com parceria do PIBIT, optamos por realizar as nossas observações e oficinas no Central. Esperamos estar logo com o documento para fazer as observações do espaço físico e também das aulas e assim perceber as dificuldades dos alunos e características da turma para propor a oficina.</span><o:p></o:p></span></span></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-45622001208985937722011-04-05T07:17:00.000-07:002011-04-12T16:36:23.163-07:00Planejar ou não? Eis a questão...<div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal" style="line-height: normal;"><span style="font-size: 12pt; line-height: 115%;"> <span style="background-color: #cccccc; color: #c27ba0;"> </span></span><span style="background-color: #cccccc; color: #c27ba0; font-family: "Times New Roman","serif"; font-size: 12pt;">A aula do dia 20/03 da turma de didática II foi muito proveitosa. Discutimos o texto: P<span class="apple-style-span">lanejamento em questão - 1° parte, do autor Celso Vasconcellos. Um assunto muito interessante e que levanta diversas questões problemáticas como é abordado no texto.</span></span></div><div class="MsoNormal" style="background-color: #cccccc; color: #c27ba0; line-height: normal;"><span class="apple-style-span"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Logo no começo ele fala sobre a reflexão e podemos perceber que reflexão é o planejamento e que essa característica de refletir é inerente do ser humano. Nós temos essa ação consciente que é o nível de elaboração. E tirando uma citação do capítulo que é de Rubinstein: “<i>O caráter consciente e orientado a um fim caracteriza a atuação humana.”</i> </span></span></div><div class="MsoNormal" style="background-color: #cccccc; color: #c27ba0; line-height: normal;"><span class="apple-style-span"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> A partir disso percebemos que planejar é uma atividade da qual o ser humano faz parte, porém em sala de aula os planejamentos não são usados pelos professores e a situação geral constatada é de descrença no planejamento.</span></span></div><div class="MsoNormal" style="background-color: #cccccc; color: #c27ba0; line-height: normal;"><span class="apple-style-span"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> A aula de EDC A12, serviu para eu conhecer um pouco mais sobre o planejamento, e as discussões feitas em sala fez-se levantar várias questões sobre o assunto. Com o texto e as discussões tentamos entender melhor o planejamento educacional e o porquê da descrença deste pelos professores. </span></span></div><div class="MsoNormal" style="background-color: #cccccc; color: #c27ba0; line-height: normal;"><span class="apple-style-span"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> O autor levanta diversas hipoteses a partir de depoimentos dos educadores em sub tópicos no texto. "Não é possivel planejar" é um deles. os professores alegam que a realidade é muito dinâmica ou que não há condições de haver um planejamento em sala de aula. "Do jeito que o planejamento vem sendo feito não funciona", eles dizem que é inútil, limita o trabalho e que é fora da realidade. O outro seria "Não é necessário planejar".</span></span></div><div class="MsoNormal" style="background-color: #cccccc; color: #c27ba0; line-height: normal;"><span class="apple-style-span"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Eu acredito que o planejamento ajuda na prática escolar desde que seja feito pelo professor da disciplina e discutido com outros para ajudar em alguns pontos, porém esse planejamento tem que condizer com a realidade na qual o professor se insere, seus horários, seu ritmo de trabalho, com a realidade da escola e dos alunos. </span></span></div><div class="MsoNormal" style="background-color: #cccccc; color: #c27ba0; line-height: normal;"><span class="apple-style-span"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> O planejamento existe para ajudar o professor. Claro, ocorre situações imprevisiveis nas quais temos que mudar totalmente o ritmo da aula e a sua direção, contudo na maioria das vezes necessitamos nos guiar, seguir um plano de direção. O que ocorreu na aula passada vai ter relação com o que ocorre na aula de hoje e é ai que entra o planejamento.</span></span></div></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-15995925550506287682011-03-27T17:50:00.000-07:002011-03-27T17:55:09.096-07:00Através do tempo...<m:smallfrac m:val="off"> <m:dispdef> <m:lmargin m:val="0"> <m:rmargin m:val="0"> <m:defjc m:val="centerGroup"> <m:wrapindent m:val="1440"> <m:intlim m:val="subSup"> <m:narylim m:val="undOvr"> </m:narylim></m:intlim> </m:wrapindent> </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><br />
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Quando somos pequenos, pensamos em tudo o que queremos ser quando crescer. O tempo chega e ai essas escolhas são pra valer e você se depara com diversos caminhos. Somos um ser que a todo o momento muda de opinião, mas do nada sabemos o que fazer. Bem... algumas pessoas são assim, outras levam anos até encontrar o seu destino e às vezes até não chegam a encontrar! Pois isso não aconteceu comigo. Na verdade, desde pequena amava o inglês, apenas não tinha decidido se isso seria minha profissão. </div></div><div class="MsoNormal" style="color: magenta; text-align: justify;"> Quando estava no pré-vestibular fiz uma lista do que queria tentar, mas no intimo eu sabia que escolheria algo a ver com o inglês. Turismo ou Línguas Estrangeiras. Tentei os dois, um na UNEB e outro na UFBA. Optei pela UFBA, mas não para ser professora. É uma possibilidade, porém não o que eu quero. Gostaria de trabalhar com algo voltado para a área de tradução. </div><div class="MsoNormal" style="color: magenta; text-align: justify;"> Tive uma experiência de ensino há menos de um ano. Dei o que chamamos de “banca”. Além de inglês e espanhol dava também aulas de gramática, literatura e redação. Foi uma experiência muito boa e me fez pensar na possibilidade de exercer a profissão. Eu espero que com essa disciplina eu me sinta um pouco mais preparada para pisar em sala de aula, ter uma boa interação com os alunos e ser o mais didática possível. </div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com0tag:blogger.com,1999:blog-7435220056621854868.post-17825803824134504722011-03-15T17:19:00.000-07:002011-03-23T11:45:41.611-07:00Quando em sala de aula...<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7MC11TdUkTBy2qUL0EzZDlrFQ72b7VLS0peZbNWaoAfYwcuMXtRORVdgVDtW2XjyzTGGx_bk4lYyGHduF71Yt6DBlQYWJQMU9k8QfK4ET0kYPiuMDw5rEKnpcweilrtZWgZfXuhyphenhyphenxWkoC/s1600/professor.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7MC11TdUkTBy2qUL0EzZDlrFQ72b7VLS0peZbNWaoAfYwcuMXtRORVdgVDtW2XjyzTGGx_bk4lYyGHduF71Yt6DBlQYWJQMU9k8QfK4ET0kYPiuMDw5rEKnpcweilrtZWgZfXuhyphenhyphenxWkoC/s320/professor.gif" width="320" /></a></div><br />
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</div><div style="background-color: #eeeeee; color: magenta; font-family: Verdana,sans-serif;">Sempre na nossa vida acadêmica enquanto somos apenas <i>estudantes da graduação</i>, nos perguntamos como seremos em sala de aula. Mesmo que não nos tornemos professores, teremos que passar por essa situação para nos formar. O que acontece é que não somos devidamente preparados para tal coisa. Simplesmente somos jogados em uma sala com 40 alunos desmotivados, sem ventilador (aproximando à realidade do <b>Brasil </b>nas escolas públicas) e nos perguntamos: como lidaremos com isso? Não há na faculdade uma preparação, apenas algumas materias que tentam dar alguma base, porém caimos exatamente de paraquedas e com o tempo quem sabe iremos aperfeiçoar nossa técnica de ensino e talvez ser um bom mediador em sala de aula.</div></div>Luana Santoshttp://www.blogger.com/profile/01518017582188067858noreply@blogger.com2