tag:blogger.com,1999:blog-5854672069333679082024-03-05T19:16:05.348-08:00Blog do Educadoreducação, metodologia educacional, pedagogiaWaldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.comBlogger21125tag:blogger.com,1999:blog-585467206933367908.post-544870539061134212012-07-22T09:01:00.004-07:002012-07-22T09:08:57.108-07:00Relatório de Estagio Supervisionado "Creche Frei Daniel"<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14pt;">UNIVERSIDADE FEDERAL DO PARÁ</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14pt;">INSTITUTO DE CIÊNCIAS DA EDUCAÇÃO</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14pt;">FACULDADE DE EDUCAÇÃO</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14pt;">Profª. ADELICE SUELI BRAGA DELGADO</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14pt;">TURMA 310</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16pt;">RELATÓRIO DE ESTÁGIO SUPERVISIONADO EM</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16pt;">LICENCIATURA PLENA EM PEDAGOGIA</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16pt;">PRÁTICA DE ENSINO DA EDUCAÇÃO INFANTIL</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16pt;">(ESCOLA CRECHE FREI DANIEL)</span></b></div>
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<b style="mso-bidi-font-weight: normal;">1. INTRODUÇÃO</b></div>
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O presente estágio no Ensino de Educação Infantil tem
como objetivo, conhecer na prática as particularidades da Escola Creche Frei
Daniel com crianças na faixa etária de 2 a 5 anos de idade, cursando essa
modalidade de ensino.</div>
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Realizamos o estágio com observação detalhada das
relações entre educadores, educados, gestores e demais funcionários envolvidos
no processo de ensino-aprendizagem das doze turmas do Ensino Infantil da Creche
Frei Daniel - ECFD.</div>
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Queremos observar que o Ensino de Educação Infantil,
atualmente, adquiriu nova dimensão, ou seja, com a democratização do ensino e
os objetivos de uma escola para todos, através da implantação da
obrigatoriedade do Ensino Infantil, as famílias, como núcleo central de uma
sociedade, tornaram se consciente da seriedade de uma habilitação social, assim
como de uma emancipação intelectual condizente com a nova realidade em que
vivemos e como resultado, passaram a se apoderar cada vez mais da importância
da escolarização e socialização para se alcançar esse objetivo final. Portanto,
o que se percebe é o fato de que se as crianças, chegando à escola se alfabetizando
em um contexto das novas tecnologias e apropriando-se do conhecimento
globalizado, tendem a serem mais bem sucedidas em sua jornada futura em busca
de seu lugar na sociedade. Mas, somente com a contribuição de programas de
apoio às comunidades com maior grau de vulnerabilidade social, almejam serem
mais bem acertados nessa árdua tarefa. </div>
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A cada oscilação
social percebemos que para educar, precisamos de uma rede de suportes que vá
além dos esforços para alfabetização e letramento. Observamos que na Educação
Infantil (principalmente na primeira infância) é a porta desse processo, e
deste modo, esse ato deve ser um compromisso de todos os envolvidos, pois
segundo cremos, não deve ser responsabilidade somente da escola, mas, também
compartilhada com a família em uma cumplicidade singular por um
ensino/aprendizagem qualitativo e emancipador.</div>
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Assim sendo, acreditamos na socialização das
responsabilidades que pode fazer a diferença no processo de desenvolvimento
escolar da criança, que tem como embasamento a Educação Infantil mais
fundamental. O Ensino de Educação Infantil como a primeira fase da formação da
criança após o fundamento da formação familiar, marca a interação da criança
aprendiz com novas descobertas para a vida, isso requer que sejam atendidas em
ambiente apropriadas e profissionais bem preparadas (os). Um desafio que
trataremos com detalhes sobre uma escola da periferia da Cidade de Belém, a
qual funciona através de um convênio entre a Prefeitura e uma Associação
Comunitária de um bairro desprovido das mínimas condições de sociabilidade
proba para a pessoa humana. </div>
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<b style="mso-bidi-font-weight: normal;">2. PROCEDIMENTOS E MÉTODOLOGIA</b></div>
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<b style="mso-bidi-font-weight: normal;">
</b> A partir da observação
sistemática do trabalho da gestão, dos educadores e dos demais funcionários da
Escola Creche Frei Daniel, assim como, o espaço físico estrutural e da
metodologia pedagógica, foi possível chegarmos ao objetivo proposto do estágio.</div>
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Os procedimentos metodológicos aqui adotados são de
pesquisa de campo com coleta de dados em uma ação descritiva e interpretativa.
A forma de pesquisa objetivou o levantamento de dados e considerou a observação
em detalhes que foram desde o comportamento dos educandos no antro da
instituição até a interação dos mesmos no processo de ensino-aprendizagem em
sala de aula e atividades extraclasse. </div>
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Primeiramente, podemos afirmar
que a referida pesquisa para a elaboração do estágio no Ensino Infantil,
facilitou o entendimento da complexidade da relação comunidade/escola. Levamos
em consideração as dificuldades existentes na região que abriga a comunidade
escolar com suas particularidades e o sentimento de pertencimento adotado em
relação ao espaço aprendente que não se limita ao uso pelas crianças, mas, tem
na participação comunitária o ponto de apoio para as melhorias necessárias a
uma sobrevivência problemática (recursos financeiro e estrutural) do único
espaço de Educação infantil, da comunidade local.</div>
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A metodologia adotada para o nosso trabalho etnográfico,
permitiu a compreensão de que existe uma realidade dura para educados e
educadores que vivem ou convivem nessa comunidade (cito a zona periférica
denominada de Riacho Doce – bairro do Guamá) com um estado de carências sociais
e desigualdades geográficas relativas aos grandes centros ou metrópoles
brasileiras. Entretanto, é o compromisso de cidadania que faz de um conjunto de
dificuldades um elemento de motivação para as superações diárias na difícil
tarefa de educar ou ser educado numa relação de exclusão, mesmo estando do lado
de dentro dos muros da escola. </div>
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<b style="mso-bidi-font-weight: normal;">3. FUNDAMENTAÇÃO TEÓRICA</b></div>
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Queremos salientar aqui, e porque temos observados com muita frequência,
que um dos fatores que podem facilitar ou dificultar o processo de
ensino-aprendizagem em uma entidade, seja ela educacional ou não, está ligado
às políticas de participação da sociedade local na vida da mesma, considerando
como verdade máxima, o fato de que, o desenvolvimento de um povo passa
necessariamente pela atenção dispensada à educação. Por isso, é preciso
valorizar todo e qualquer empenho dos núcleos periféricos de habitação, que não
obstante as várias limitações se dedicam em fazer do espaço aprendente uma
referência de pertencimento social.</div>
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A
nossa fundamentação teórica na elaboração desse estágio, deu-se com base em
autores que tratam da questão educacional na visão da Pedagogia da Autonomia do
indivíduo, tendo também como base teórica as discussões e explanações em sala
de aula ministradas por professores de várias disciplinas de nosso campus
universitário, na compreensão e adoção de uma linha de debates as políticas
públicas, jurídicas e de participação social para a construção coletiva dos
objetivos do processo formador da Educação Infantil como Direito de todos e
responsabilidade do Poder Público. </div>
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Paulo Freire (1986) ensinou que: “A leitura do mundo
precede a leitura das palavras”. Entretanto a afirmação do grande Educador da
Pedagogia da Autonomia, só será possível realmente se a profissão de
educar/ensinar estiver atualizado com procedimentos de éticas abertas à ação e
a reflexão sobre o que realizamos no nosso cotidiano, para assim, atender as
novas exigências demandadas pela sociedade que busca ser inclusiva, em nome de
um mundo para todos, o que exige uma escola para todos. Para tanto é preciso
ter formação adequada para os educadores em uma visão horizontal capaz de
responder à comunidade educacional, começando pela Educação Infantil. </div>
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Adelice Sueli Braga (2010), professora de pedagogia da
UFPA em sua explanação na disciplina de <i style="mso-bidi-font-style: normal;">Fundamentos
da Didática</i>, certa vez articulou: </div>
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<span style="font-size: 11pt;"><i style="mso-bidi-font-style: normal;">“Há
um descuido e um descaso pelo destino da educação, sobretudo dos milhões e
milhões de excluídos do processo de uma propriedade na cultura que se elabora e
que se introduz ao educando de classes sociais menos privilegiadas, tidos como
inaceitáveis e despojados. Na qualificação dos professores dessa área (Educação
Infantil e Fundamental) e que se detecta os maiores problemas. Sendo que esses
nem sequer ingressam no esquadrão de ressalva do essencial. Submergiram ao
direito de serem tidos como profissionais de extrema importância e que são na
maioria abusados por estafantes cargas horárias em nome de uma complementação
salarial para poderem sobreviver, sendo que na maioria das vezes </i>(como é o
caso dos professores de escolas públicas) <i style="mso-bidi-font-style: normal;">não
tem sequer um tempo mínimo para o aperfeiçoamento profissional”.</i> Aqui, Adelice
Braga já aponta a falta de políticas públicas, a ausência das garantias de
Direitos Fundamentais e a falta de formação acadêmica de professores na área
vital que é a Educação Infantil, como um dos principais obstáculos na produção
de uma educação de qualidade. Fato que é facilmente detectado no cotidiano da
Escola Creche Frei Daniel.</span></div>
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A Constituição Federal do Brasil e a
Lei de Diretrizes e Bases especificamente recomenda entre outras garantias
fundamentais, educação para todos, porém, ao realizar o estágio de Educação
Infantil em uma comunidade muito carente, pobre de tudo, fica-nos a certeza de
que ainda temos muito por fazer para garantir o princípio dessa igualdade. </div>
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<b style="mso-bidi-font-weight: normal;">4. DADOS DE IDENTIFICAÇÃO DA ESCOLA </b></div>
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NOME: Escola
Creche Frei Daniel - ECFD </div>
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ENDEREÇO:
Passagem 1º de Agosto, 28 – Guamá CEP: 66073-315 Cidade: Belém/PA. Fone: (91)
3249-9623</div>
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<b style="mso-bidi-font-weight: normal;">4.1. MODALIDADES DE ATENDIMENTOS E
SUPRIMENTOS DE RECURSOS DA ENTIDADE</b></div>
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A instituição funciona como
Creche (atendimento de 02 a 03 anos) e Escola em Educação Infantil (crianças
entre 04 e 05 anos), em parceria com a Associação Sociocultural Santa Parceria
– ASCSP (sob a administração do Sr. Carlos Nonato, considerado um dos maiores
provedores (padrinhos) da Creche), SEMEC, SEMAC (sendo essas duas na
administração atual, quase apenas figurantes na manutenção de recursos para a
entidade) e um fundo social de solidariedade emanada da Paróquia de Nossa
Senhora Aparecida, administrada pelo Frei Apolônio (um dos fundadores da
Instituição), donde provém o pagamento dos funcionários da Creche e da
arrecadação de um auxílio de donativos da comunidade local através da
contribuição mensal de alguns pais de alunos.</div>
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Para estimular a participação
coletiva da comunidade na vida da entidade, a Creche usa de todos os meios que
dispõe (realizando reuniões, confraternizações, etc.), na maioria das vezes com
poucos resultados positivos, pois geralmente os problemas começam na falta de
“estrutura” familiar, carência social e cultural, desemprego e uma falta de
conscientização dos serviços e ações prestados pela entidade junto à
comunidade. A maior parte dos alunos vive em um meio violento, ou mesmo na
falta de perspectiva para o futuro, pois o bairro não possui saneamento básico,
áreas de lazer, pontos de culturas e outros facilitadores da inserção social,
ao lado da educação. </div>
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<b style="mso-bidi-font-weight: normal;">5. PLANO DE GESTÃO DE EDUCAÇÃO DEFENDIDO
PELA ENTIDADE E COMUNIDADE ESCOLAR</b></div>
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A Escola Creche Frei Daniel, tem no núcleo de Educação
Infantil o principal foco da existência dos projetos administrados pela
entidade. O perfil político pedagógico da Creche Frei Daniel, apresenta-a como
uma instituição educacional identificada com o comprometimento da construção de
uma sociedade com menos desigualdade social. </div>
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A entidade esparge o espaço como lugar de práticas
pedagógicas infantis, comuns a toda a comunidade carente do bairro na formação
de infantes em idade pré-escolar e voltada a um ambiente de formação
cidadã. </div>
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A escola/creche possui atualmente no Ensino Educação
Infantil, cerca de 240 alunos com idades entre 02-05 anos, matriculados em dois
turnos (matinal e vespertino) e em regime de atendimento de período integral
(nesse caso as crianças entre 2-3 anos). </div>
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Segundo a metodologia de ensino adotada pela creche,
situa-se a questão do não compromisso de um pré-letramento, ou seja, não se
acha necessário a construção de uma identidade alfabetizada nessa faixa de
idade. Motivos pelos quais foram abolidos os diversos formatos de uma
pré-alfabetização entre os educadores da entidade. Resumindo, a Creche Frei
Daniel, difunde as atividades exercidas por ela apenas como uma prática de vida
social, valores educacionais (comportamental e ético) de todos e com todos, na
perspectiva de formar futuros cidadãos e cidadãs que integrem e contribuam com
a sua comunidade, sem uma obrigação escolar mais profundo. </div>
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Observamos também, que a entidade não exige dos
orientadores educacionais vigentes, uma perspectiva ou formação de base
acadêmica, ou até mesmo, bastando na maioria das vezes uma simples experiência
no trato com a educação infantil. Daí a nossa observação na falta de
habilidades dos professores e de uso de uma metodologia no dia-a-dia com os
infantes. A entidade também não tem por hábito cobrar de seus educadores um
planejamento de ação letiva durante a sua ministração de atividades periódicas.</div>
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<b style="mso-bidi-font-weight: normal;">5.1. ESTRUTURA FÍSICA E DE RECURSOS HUMANOS
DA ESCOLA</b></div>
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O espaço físico da escola/creche é muito bem estruturado,
o prédio possui dois pavimentos - sendo que o 1º pavimento é o local onde se
localiza a parte funcional educacional - é uma sequência de conchegados, ás
salas (espaços de preleção), em um total de 13, dentre as quais somente doze
são acondicionadas ao uso educacional. As salas são espaçosas, equipadas cada uma
com um armário de aço de duas portas, um equipamento de DVD, uma televisão de
21’ e um ventilador de teto. Duas dentre essas salas são exclusivas para os
alunos de 4-5 anos (esses alunos permanecem somente um período de tempo,
matutino ou vespertino), portanto, ao invés de colchonetes (para uso dos alunos
menores que permanecem em tempo integral) se faz presente carteiras e cadeiras
em péssimo estado de conservação. O material pedagógico é insuficiente para
atender as necessidades da escola, a alimentação é complementada por uma doação
comunitária. </div>
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Tem na estrutura de recursos humanos, 01 Presidente da
Entidade (é responsável pela gestão e tem formação em Pedagogia), 01
Coordenadora pedagógica, 01 auxiliar de enfermagem, 12 Professoras, 01
Funcionária administrativo, 05 Auxiliares de manutenção e limpeza (cozinheiras
e serviços gerais).</div>
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O espaço de funcionamento da escola conta na parte do
térreo com treze salas educacionais, um infocentro para atender à comunidade,
uma capela, uma mini-copa, uma cozinha, um salão de refeições equipado com
mesas adaptadas para uso infantil, uma sala de refeição para uso dos
funcionários, dois pátios pequenos para entrada e saída, um parquinho com
brinquedos de uso infantil, uma pequena lavanderia somente com tanques acoplados,
dois balneários em abertos para uso das crianças em seus banhos matinais (sendo
que um ainda está em construção). Acoplados aos balneários estão os sanitários
de uso infantil e adulto (sendo que os reservados as crianças são totalmente
abertos) e dois bebedouros ao final de cada corredor. No andar superior temos uma sala de reunião,
uma enfermaria, uma sala administrativa, sala da diretoria e um pequeno salão
para reuniões de pais e professores. A Creche conta, de vez em quando, em sua
estrutura com um voluntariado que se dividem em várias atividades e
benfeitorias na comunidade. </div>
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<b style="mso-bidi-font-weight: normal;">6. PARECER SOBRE AS ATIVIDADES DO ESTÁGIO</b></div>
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A Escola Creche Frei Daniel esta inserida em uma
comunidade abaixo da linha da pobreza com sentimentos de solidariedade e
pertencimento da coisa pública em relação à entidade, local que funciona a
única Escola Creche em Educação Infantil do “bairro” fundada que foi em uma
antiga invasão de área pública (desde 1997, perfazendo um total de 15 anos de
existência).</div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify; text-indent: 42.2pt;">
As crianças atendidas na escola são bastante carentes,
principalmente, da atenção do poder público, que em uma débil parceria com o
mesmo, mas tentado criar um vínculo fervoroso com a comunidade local, vai
adequando situações de melhoramentos, mas ainda insuficiente para atender as
demandas do alto grau de vulnerabilidade social que vive os habitantes da
comunidade Riacho Doce.</div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify; text-indent: 42.2pt;">
Quanto ao público infantil atendido, em matéria de
comportamento, percebemos que em sala de aula pouco difere das nossas
experiências em sala de aula em outras comunidades com mais estrutura social e
recursos. Sendo que os problemas de carência sociais da Frei Daniel, se
assemelham a todas as escolas de manutenção públicas ou comunitárias, sejam por
intermédio de convênios ou administração direta.</div>
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As educadoras e orientadoras pedagógicas reclamaram em
muito do desamparo por parte das autoridades governamentais, a falta de
políticas públicas para o setor (nesse caso, a educação infantil), assim como
enalteceram a iniciativa privada que sempre ajuda de alguma forma a entidade, o
que reflete no processo de qualidade estrutural e na escolarização infantil da
Frei Daniel, segundo elas.</div>
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O estágio foi feito em sala de aula e também em outros
espaços, como acompanhamento das atividades em um local que chamam de pátio,
porém na verdade é um corredor de 5m X 11m, junto a um parquinho (com apenas
quatro brinquedos) no qual ás professoras revezam os horários de saídas das
salas para minimizar as dificuldades de atuarem fora das salas de aulas. </div>
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Pudemos desenvolver nossas atividades de estágio em
quatro salas. Sendo, três com crianças de 2-3 anos e a restante com as de
faixas etárias de 4-5 anos, sendo que os perfis das professoras divergem no
trato com as crianças, mas entendemos que cada educador tem suas
particularidades para o desempenho das funções como docente. </div>
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Contudo, como nem tudo é de caráter prático, lamentamos
um fato que ficou bem evidenciado para nós, e a questão envolvendo o
voluntariado, pela ocorrência de que o mesmo ainda não é bem aceito pela
maioria dos educadores e funcionários da Instituição, principalmente os
voluntários do sexo masculino, que não são bem vistos pelo fato de serem homens
e de terem que lidar com crianças, ocorrendo logo aos mesmos (funcionários) à ideia
de pedofilia por associação. Nessa questão procuramos entender tal modo pela
complexidade social das relações de gênero na atualidade, fato de que o
professor Evanildo Estumano em <i style="mso-bidi-font-style: normal;">“Familia, Profissão e afeto: apontamentos para
estudo de gênero”, </i>procura
de certa forma esclarecer tal atitude:<b><span style="font-family: "Garamond","serif";"> </span></b></div>
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<span style="font-family: "Courier New";"> <span style="font: 7pt "Times New Roman";">
</span></span><span style="font-size: 11pt;">As relações de
gênero na sociedade contemporânea se encontram num movimento pendular, pois, ao
mesmo tempo em que avançam por forças dos novos arranjos familiares e ocupações
de trabalho, procuram sempre que possível acomodar-se às estruturas
tradicionais. Este fenômeno pode levar a imprecisões quando se desenvolvem
certas análises que não atentam para o fato de que os postulados que constroem
as identidades de gênero não o fazem por simples classificação de categorias,
mas estão implicados em relação de poder que definem os lugares do masculino e
do feminino, apresentando-os, sutilmente ou não, como lugares naturalmente
dados (ESTUMANO, 2010,</span><span style="font-family: "Garamond","serif";"> P. 12). </span></div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify; text-indent: 42.2pt;">
Mas, pela posição que nós incidimos como mentores e
educadores, cremos que esta alusão
e leviana, além de indevida é
intolerável. E que tal atitude advinda de um docente e indesculpável,
configuram danos que deve ser objeto de desagravo e repúdio, pois tais juízos
de valores representam humilhação à pessoa e ofende a moral de qualquer cidadão
de bem. Assim sendo, achamos que não é dessa forma preconceituosa que se pode contribuir
no processo da luta contra a desigualdade social utilizando de superstição, o
que ficou acentuado em nossa visão empírica, que a vida nos concedeu vivenciar
em uma comunidade carente, violenta e violentada nos seus direitos de
cidadania. </div>
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</div>
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<b style="mso-bidi-font-weight: normal;">7. CONSIDERAÇÕES FINAIS</b></div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify; text-indent: 42.2pt;">
Podemos afirmar pelo que acompanhamos que nem a Educação
Infantil está livre da violência e do descaso das brechas do sistema
educacional do nosso País. A garantia dos direitos Fundamentais é algo que as
crianças da comunidade escolar em discussão, assim como a maioria de pais ainda
não conhecem. </div>
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A reflexão que fica sem dúvidas contribuiu para as
nossas ainda incompletas formações como educadores, professores, pedagogos e
cidadãos. É a certeza do quanto nosso país deve para as comunidades que estão
na parte de baixo da escala social. </div>
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Pensamos que a desigualdade quando apenas ouvimos falar
não incomoda tanto, mas contemplar o desespero de voluntários, educadores e
gestores na busca de recursos para desenvolver um mínimo aceitável para a
formação de crianças e inseri-las no sistema educacional, torna-se desafiador
para quem tem esperança de um mundo melhor.</div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify; text-indent: 42.2pt;">
Por isso, este estágio foi o que mais exigiu de nós e o
mais desafiador que realizamos até agora, por ser uma escola dentro de uma
entidade, com várias atividades acontecendo ao mesmo tempo, a necessidade
imprimida no rosto de cada criança com idades que variam de 02 a 05 anos, sem
muitas diferenças entre si, a tarefa de ensinar fica muito mais complexa,
exigindo do educador um esforço extraordinário para conseguir acreditar que o
futuro existe para aqueles que no presente quase nada possuem.</div>
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Registramos aqui o esforço e o
compromisso da administradora da entidade e diretora da escola, a Professora
Irenilda Santos, um modelo de persistência naquilo que faz, mesmo quando todas
as probabilidades de sucesso são contrárias, da coordenadora pedagógica,
Professora Conceição outro exemplo de dedicação à educação infantil, ao Sr.
Carlos Nonato pelo incansável esforço a manutenção financeira e aos demais
funcionários da entidade pela benignidade e diligência em prol de uma educação
qualitativa. </div>
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<br /></div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">8. REFERÊNCIAS</b></div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify;">
<b>BRASIL.</b>
Constituição da República Federativa do Brasil. Brasília, 1988.</div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify;">
<b>FREIRE,</b>
Paulo. Pedagogia da Autonomia. São Paulo: Paz e Terra, 1986.</div>
<div class="MsoNormal" style="color: #4c1130; line-height: 115%; text-align: justify;">
<b>NORMAS PARA
ELABORAÇÃO DO RELATÓRIO DE ESTÁGIO</b> – Orientação dirigida aos alunos de
Licenciaturas – EAD, 2010. (Org): Profa. Dra. Maria Aparecida Campos Diniz de
Castro. ; Prof. Dr. Orlando de Paula. </div>
<div class="MsoNormal" style="color: #4c1130; text-align: justify;">
<b><span style="font-family: "Garamond","serif";">ESTUMANO, </span></b><span style="font-family: "Garamond","serif";">Evanildo
Moraes. Família, Profissão e Afeto: Apontamentos para Estudos de Gênero. Belém,
2010.</span></div>
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<br /></div>
</div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-55163511738765511482012-07-22T08:50:00.003-07:002012-07-22T09:07:09.972-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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<div class="MsoNormal" style="background: white; border: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-border-bottom-alt: solid #DADADA .75pt; mso-outline-level: 1; mso-padding-alt: 0cm 0cm 4.0pt 0cm; padding: 0cm;">
<b><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: -0.85pt;">TÉCNICAS DE REDAÇÃO </span></b></div>
</div>
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<b><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> W Q Moraes</span></b></div>
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<br /></div>
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<br /></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">A <b><i>redação</i></b> divide-se em <b><i>tema, título, introdução,
desenvolvimento e conclusão</i></b>.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> A <b><i>redação </i></b>pode estar
na <b>primeira ou terceira pessoa</b>, <b>ou mista</b>, tal como no caso da
literatura russa, vista em algumas obras de Dostoiévski.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> O <b><i>tema</i></b> é
o foco do trabalho, o assunto que será desenvolvido.</span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> O <b><i>título</i></b>
deve ser condizente com o tema. Ex: Se o tema for ecologia, o título deve ser a
respeito dele, tipo “A fauna brasileira”.</span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> A <b><i>introdução</i></b>
deve, na forma clássica, versar sobre <b>três itens</b> que serão desdobrados <b><i>nos
três parágrafos seguintes</i></b>, no caso; <b>um item por parágrafo</b>. Ex: A
fauna brasileira possui uma intrínseca relação com o meio ambiente. É nesse
meio entre o homem e a fauna que se estabelece a relação homem-natureza.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> No caso<b><i>, fauna
brasileira, meio-ambiente e homem-natureza</i></b> serão as <b>três primeiras
palavras-chave<i>, uma para cada parágrafo</i></b>.</span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> O <b><i>desenvolvimento
</i></b>consiste em <b><i>três parágrafos após a introdução</i></b>, <b>um
parágrafo por palavra-chave</b>, na ordem em que surgiu.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> A média de linhas para
cada parágrafo da redação fica em torno de 06, sendo 04 linhas o mínimo.
Procure nunca ultrapassar 08 linhas por parágrafo.</span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> A <b><i>conclusão</i></b>
é a <b>síntese</b>, resumo sintético da introdução e do desenvolvimento. Na <b><i>conclusão</i></b>
é obrigatório um início técnico, como por exemplo: “De acordo com o acima
exposto, concluo que...”, “dado o desenvolvimento posto, chego à conclusão de
que...”, “Sendo assim, concluímos que...”, etc...</span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> Após o início da <b><i>conclusão</i></b>,
coloca-se o resumo das palavras-chave, na ordem em que foram desenvolvidas, é <b><i>um
resumo do desenvolvimento</i></b>.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> Abaixo, um esquema da
redação.</span></div>
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<br /></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">ESQUEMA DA REDAÇÃÕ (PASSO A PASSO).</span></div>
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<br /></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">1-Tema.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">2-Título.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">3-Introdução.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">3.1-Palavras-chave da introdução.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">4-Desenvolvimento (Três parágrafos ).</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">4.1-Primeira palavra-chave. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">4.2-Segunda palavra-chave.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">4.3-Terceira palavra-chave.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">5-Conclusão (E assim concluímos que...+ síntese das palavras-chave e término
(uma reflexão ou consideração final).</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Exercício:</span></b><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> Elabore uma redação sobre qualquer tema de acordo com o esquema acima,
uma redação por dia por 10 dias. Após, compare a décima redação com a primeira,
aponte algumas diferenças que você percebeu na estrutura das duas e faça a
décima primeira redação sobre esse tema.</span></div>
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<h2>
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">TÉCNICAS DE REDAÇÃO </span></h2>
<h3>
<b><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; font-weight: normal; line-height: 115%;">I-
NARRAÇÃO</span></b><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> </span></h3>
<span style="color: #490092;"> Narrar é contar um fato, um episódio; todo
discurso em que algo é CONTADO possui os seguintes elementos, que fatalmente
surgem conforme um fato vai sendo narrado: </span><br />
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> onde ? </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> | </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> quando?
--- FATO --- com quem? </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> | </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> como? </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> A representação acima quer dizer
que, todas as vezes que uma história é contada (é NARRADA), o narrador acaba
sempre contando onde, quando, como e com quem ocorreu o episódio. É por isso
que numa narração predomina a AÇÃO: o texto narrativo é um conjunto de ações;
assim sendo, maioria dos VERBOS que compõem esse tipo de texto são os VERBOS DE
AÇÃO. O conjunto de ações que compõem o texto narrativo, ou seja, a história
que é contada nesse tipo de texto e que recebe o nome de ENREDO. </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> As ações contidas no texto narrativo
são praticadas pelas PERSONAGENS, que são justamente as pessoas envolvidas no
episódio que está sendo contado ("com quem?" do quadro acima). As
personagens são identificadas (=nomeadas) no texto narrativo pelos SUBSTANTIVOS
PRÓPRIOS. </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Quando o narrador conta um episódio,
às vezes (mesmo sem querer) ele acaba contando "onde" (=em que lugar)
as ações do enredo foram realizadas pelas personagens. O lugar onde ocorre uma
ação ou ações é chamado de ESPAÇO, representado no texto pelos ADVÉRBIOS DE LUGAR.
</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Além de contar onde, o narrador também
pode esclarecer "quando" ocorreram as ações da história. Esse
elemento da narrativa é o TEMPO, representado no texto narrativo através dos
tempos verbais, mas principalmente pelos ADVÉRBIOS DE TEMPO. É o tempo que
ordena as ações no texto narrativo: é ele que indica ao leitor "como"
o fato narrado aconteceu. A história contada, por isso, passa por uma
INTRODUÇÃO (parte inicial da história, também chamada de prólogo), pelo
DESENVOLVIMENTO do enredo (é a história propriamente dita, o meio, o
"miolo" da narrativa, também chamada de trama) e termina com a
CONCLUSÃO da história (é o final ou epílogo). Aquele que conta a história é o
NARRADOR, que pode ser PESSOAL (narra em 1a pessoa: EU...) ou IMPESSOAL (narra
em 3a. pessoa: ELE...). Assim, o texto narrativo é sempre estruturado por
verbos de ação, por advérbios de tempo, por advérbios de lugar e pelos
substantivos que nomeiam as personagens, que são os agentes do texto, ou seja,
aquelas pessoas que fazem as ações expressas pelos verbos, formando uma rede: a
própria história contada. </span></div>
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<b><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">II - DESCRIÇÃO</span></b><span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> Descrever é CARACTERIZAR alguém,
alguma coisa ou algum lugar através de características que particularizem o
caracterizado em relação aos outros seres da sua espécie. Descrever, portanto,
é também particularizar um ser. É "fotografar" com palavras. No texto
descritivo, por isso, os tipos de verbos mais adequados (mais comuns) são os
VERBOS DE LIGAÇÃO (SER, ESTAR, PERMANECER, FICAR, CONTINUAR, TER, PARECER,
etc.), pois esses tipos de verbos ligam as características - representadas
linguisticamente pelos ADJETIVOS - aos seres caracterizados - representados
pelos SUBSTANTIVOS. Ex. O pássaro é azul. 1-Caractarizado: pássaro /
2-Caracterizador ou característica: azul / O verbo que liga 1 com 2 : é </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Num texto descritivo podem ocorrer
tanto caracterizações objetivas (físicas, concretas), quanto subjetivas
(aquelas que dependem do ponto de vista de quem descreve e que se referem às
características não-físicas do caracterizado). Ex.: Paulo está pálido
(caracterização objetiva), mas lindo! (caracterização subjetiva). </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt;"><b>III- DISSERTAÇÃO</b> </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt;"> Além da narração e da
descrição há um terceiro tipo de redação ou de discurso: a DISSERTAÇÃO. </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt;">Dissertar é refletir,
debater, discutir, questionar a respeito de um determinado tema, expressando o
ponto de vista de quem escreve em relação a esse tema. Dissertar, assim, é
emitir opiniões de maneira convincente, ou seja, de maneira que elas sejam
compreendidas e aceitas pelo leitor; e isso só acontece quando tais opiniões
estão bem fundamentadas, comprovadas, explicadas, exemplificadas, em suma: bem
ARGUMENTADAS (argumentar= convencer, influenciar, persuadir). A argumentação é
o elemento mais importante de uma dissertação. </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> Embora dissertar seja emitir opiniões,
o ideal é que o seu autor coloque no texto seus pontos de vista como se não
fossem dele e sim, de outra pessoa (de prestígio, famosa, especialista no
assunto, alguém...), ou seja, de maneira IMPESSOAL, OBJETIVA e sem prolixidade
("encher lingüiça"): que a dissertação seja elaborada com VERBOS E
PRONOMES EM TERCEIRA PESSOA. O texto impessoal soa como verdade e, como já
citado, fazer crer é um dos objetivos de quem disserta. </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> Na dissertação, as idéias devem ser
colocadas de maneira CLARA E COERENTE e organizadas de maneira LÓGICA: </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">a) o elo (de ligação) entre pontos de
vista e argumento se faz de maneira coerente e lógica através das CONJUNÇÕES
(=conectivos) - coordenativas ou subordinativas, dependendo da idéia que se
queira introduzir e defender; é por isso que as conjunções são chamadas de
MARCADORES ARGUMENTATIVOS. </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">b) todo texto dissertativo é composto
por três partes coesas e coerentes: INTRODUÇÃO, DESENVOLVIMENTO e CONCLUSÃO. </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">A introdução é a parte em que se dá a
apresentação do tema, através de um CONCEITO (e conceituar é GENERALIZAR, ou
seja, é dizer o que um referente tem em comum em relação aos outros seres da
sua espécie) ou através de QUESTIONAMENTO(s) que ele sugere que deve ser
seguido de um PONTO DE VISTA e de seu ARGUMENTO PRINCIPAL. Para que a
introdução fique perfeita, é interessante seguir esses passos: </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">
1. Transforme o tema numa pergunta; </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">
2. Responda a pergunta (e obtém-se o PONTO DE VISTA); </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">
3. Coloque o porquê da resposta (e obtém-se o ARGUMENTO). </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">O desenvolvimento contém as idéias que
reforçam o argumento principal, ou seja, os ARGUMENTOS AUXILIARES e os
FATOS-EXEMPLOS (verdadeiros e reconhecidos publicamente). </span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">A conclusão é a parte final da redação
dissertativa, onde o seu autor deve "amarrar" resumidamente (se
possível, numa frase) todas as idéias do texto para que o PONTO DE VISTA
inicial se mostre irrefutável, ou seja, seja imposto e aceito como verdadeiro.</span></div>
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<span style="color: #490092; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> Antes de iniciar a dissertação, no
entanto, é preciso que seu autor: <b style="mso-bidi-font-weight: normal;">1.</b>
Entenda bem o tema; <b style="mso-bidi-font-weight: normal;">2.</b> Reflita a
respeito dele; <b style="mso-bidi-font-weight: normal;">3.</b> Passe para o papel
as idéias que o tema lhe sugere; <b style="mso-bidi-font-weight: normal;">4.</b>
Faça a organização textual (o "esqueleto do texto"), pois a
quantidade de idéias sugeridas pelo tema é igual à quantidade de parágrafos que
a dissertação terá no DESENVOLVIMENTO do texto. </span></div>
</div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-78789158212851941012012-04-18T08:56:00.003-07:002012-04-18T09:21:32.405-07:00A lebre e a tartaruga adaptado por Waldeci Moraes<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div style="text-align: center;"><img alt="" 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" /></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2; text-align: center;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 12pt 0cm 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <b><span style="color: #b45f06;"> </span></b><span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">Era uma vez em uma floresta, um cantinho de mata chamado de <b>“Bosque Feliz”</b>. Lá vivia uma lebre </span><i><span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">muito louca</span></i><span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;"> que vivia a se </span><i style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">gabar</i><span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;"> de que era o mais </span><i style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">esperto do pedaço</i><span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">, o mais rápido de todos os animais que por ali viviam. </span></span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; margin: 12pt 0cm 0.0001pt; text-align: justify;"><span style="font-size: 12pt;"> Todos os sábados os animais do bosque se reuniam pela manhã para uma <i style="mso-bidi-font-style: normal;">peladinha</i> no campinho da mata. A lebre que se encontrou com a <i style="mso-bidi-font-style: normal;">bicharada</i> após o jogo começou a <i style="mso-bidi-font-style: normal;">se achar</i>, dizia que era <i style="mso-bidi-font-style: normal;">a tal </i>e que ali no Bosque Feliz <i style="mso-bidi-font-style: normal;">não tinha prá ninguém</i>. A <i style="mso-bidi-font-style: normal;">lenga-lenga</i> da Lebre <i style="mso-bidi-font-style: normal;">já tava de bom tamanho</i> até que chegou a tartaruga e interrompeu o <i style="mso-bidi-font-style: normal;">papo</i> da lebre:</span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; margin: 12pt 0cm 0.0001pt; text-align: justify;"><span style="font-size: 12pt;">- Sabe o que eu acho <i style="mso-bidi-font-style: normal;">mano</i>, que tudo isso ai é <i style="mso-bidi-font-style: normal;">balela</i>! </span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; margin: 12pt 0cm 0.0001pt; text-align: justify;"><span style="font-size: 12pt;"> A lebre que estava acostumada a se gabar e ninguém a contrariava ficou <i style="mso-bidi-font-style: normal;">na onda </i>com a tartaruga que continuou:</span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; margin: 12pt 0cm 0.0001pt; text-align: justify;"><span style="font-size: 12pt;">– Eu tenho certeza de que, se apostarmos uma corrida, eu serei a vencedora – desafiou a tartaruga. </span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-top: 12pt; text-align: justify;"><span style="font-size: 12pt;"> A lebre caiu na gargalhada e com ela todos os animais presente. Já não aguentando de tanto rir a lebre respondeu a tartaruga:</span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-top: 12pt; text-align: justify;"><span style="font-size: 12pt;">– Tu <i style="mso-bidi-font-style: normal;">tá me zuando mano</i>? Que <i style="mso-bidi-font-style: normal;">papo sinístro </i>é esse <b><i>Tarta</i></b>. Uma corrida? Eu e você? Essa é <i>boa!</i> </span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt;">– Por acaso o mano aí tá com medinho</span></i><span style="font-size: 12pt;"> <i style="mso-bidi-font-style: normal;">é?</i> – indagou a tartaruga muito séria. </span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;">– <i style="mso-bidi-font-style: normal;">Se liga mano</i>. É mais fácil um <i>leão cacarejar</i> do que eu perder uma corrida prá você – respondeu a lebre.</span><br />
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<span style="font-size: 12pt;"> Diante da situação, toda a bicharada começou a troçar da tartaruga, mas a mesma continuou irredutível na idéia de desafiar a lebre para uma corrida. A lebre que percebeu que a tartaruga não tava de brincadeira resolveu não tirar por menos e disse:</span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;">- Tá legal, vamos <i style="mso-bidi-font-style: normal;">acertar</i> essa <i style="mso-bidi-font-style: normal;">parada</i> prá amanhã logo após o <i>Sol nascer</i>, falou?</span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;">- Combinado! Respondeu a tartaruga para surpresa de todos.</span><br />
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</div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;"> No dia seguinte, a bicharada compareceu em peso ao campo da disputa. A raposa foi então à escolhida para ser a juíza da prova. Ficou combinado de que aquele que primeiro desse a volta completa ao redor do bosque seria o vencedor da corrida. Bastou dar o sinal da largada para a lebre disparar na frente a toda velocidade. A tartaruga não se abalou e continuou na disputa com seus pacinhos diminutos. No decorrer do trajeto muitos dos animais estavam curiosos no que ia acontecer. </span><br />
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</div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;"> A lebre ainda tava meio que confusa com a ousadia e pretensão da tartaruga, mas já se considerava o vencedor da corrida, Ele, a lebre estava tão certa da vitória que resolveu parar no meio do caminho e fazer um lanchinho. Olhou para traz e nem sinal da </span> <span style="font-size: 12pt;">tartaruga. Agora que ele havia comido resolveu tirar então uma soneca, mas antes pensou:</span></div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;">"Se aquele <i style="mso-bidi-font-style: normal;">molenga</i> passar na minha frente, é só correr um pouco que eu o ultrapasso" </span><br />
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</div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;"> Mas como a lebre havia comido muito, caiu em um sono pesado. A lebre dormiu tanto que não percebeu quando a tartaruga, em sua marcha vagarosa e invariável, passou.</span><br />
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</div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;"> Quando a lebre acordou não se deu conta de que havia passado um bom tempo dormindo, e continuou a correr com ares de vencedor. Mas, ao se aproximar da linha de chegada, para sua surpresa os animais comemoravam com jubilo, a vitoria da tartaruga, que não descansara um só minuto e havia já há bastante tempo cruzado a linha de chegada em primeiro lugar.</span><br />
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</div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;"> Desse dia em diante, a lebre parou de se <i style="mso-bidi-font-style: normal;">gabar</i> e tornou-se o alvo das <i style="mso-bidi-font-style: normal;">chacotas</i> da floresta. </span><br />
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</div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: 12pt;"> Quando dizia que era o animal mais veloz, todos o lembravam de uma certa tartaruga...</span><br />
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</div><div class="MsoNormal" style="color: #b45f06; font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><i><span style="font-size: 12pt;"> Moral: Quem segue devagar e com obstinação sempre chega à frente.</span></i><br />
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</div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: right;"><span style="color: #b45f06; font-size: 12pt;">Do livro: </span><a href="http://www.golfinho.com.br/livros/liv521.htm" style="color: #b45f06;" target="_blank"><span style="font-size: 12pt; text-decoration: none;">Fábulas de Esopo</span></a></div></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-45628965864174546622012-04-18T08:23:00.004-07:002012-04-18T08:43:59.416-07:00Tempos da Minha Infância por Waldeci Moraes<div dir="ltr" style="text-align: left;" trbidi="on"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <span style="color: #351c75;"> <span class="rg_ctlv"></span></span></span> </div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a class="rg_hl" href="http://www.google.com.br/imgres?q=desenhos+infantis&hl=pt-BR&sa=X&gbv=2&biw=1011&bih=583&tbs=ic:color&tbm=isch&tbnid=uVFsFHPdp-8AdM:&imgrefurl=http://jornalocal.com.br/site/meio-ambiente/ultimos-dias-para-se-inscrever-no-concurso-de-desenhos-infantis/&docid=exde_pB1Q2338M&imgurl=http://jornalocal.com.br/site/wp-content/uploads/2010/10/desenho_criancas.gif&w=309&h=315&ei=NdyOT-DiGKHE0QHAx52vDw&zoom=1&iact=hc&vpx=756&vpy=138&dur=463&hovh=224&hovw=219&tx=150&ty=105&sig=114670038683398801489&page=2&tbnh=126&tbnw=122&start=10&ndsp=24&ved=1t:429,r:11,s:10,i:183" id="rg_hl" style="height: 231px; margin-left: 1em; margin-right: 1em; width: 192px;" wrc-processed="true"><img alt="" class="rg_hi" data-height="227" data-width="222" height="400" id="rg_hi" src="http://t0.gstatic.com/images?q=tbn:ANd9GcRnASQmR72tTtiRVRgLYy29_vP8VCv5C9R39mpkMqVlA1J4lqvI" style="height: 227px; width: 222px;" width="391" /></a></div></div><div class="rg_ilbg" id="rg_ilbg" style="display: none;"></div><div class="rg_il" id="rg_il" style="display: none;"></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"></div><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> </span></span><br />
<div style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> Dos meus tempos de infância trago muitas lembranças engraçadas e divertidas. Com o passar do tempo, descobri que eram lembranças que jamais iriam ser esquecidas e que renderiam muitos momentos de reflexões em minha vida, por isso hoje em dia, faço uso de muitas delas. Como essa, por exemplo: </span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> Na década de setenta, minha família mudou-se para o interior do Estado, trocávamos o conforto e a praticidade de uma cidade por um <i style="mso-bidi-font-style: normal;">arraial</i> rural no meio da mata. Da casa linda onde morávamos, levamos apenas os nossos pertences e as doces lembranças dos amigos e vizinhos. A nossa nova morada construída pela comunidade local, era o lugar que a meu ver, não tinha nada <i style="mso-bidi-font-style: normal;">haver conosco</i> e nem com o nosso modo de vida, meu pai era carpinteiro e a minha mãe uma costureira, eu tinha sete anos de idade e meus dois outros irmãos dois e três anos.</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> Com o passar dos meses a saudade do nosso antigo lar foi amenizando e comecei a fazer novas amizades, e como eram de se esperar comecei a me <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">enturmar</i></b><i style="mso-bidi-font-style: normal;"> </i>com as demais crianças da comunidade. As pessoas se reuniam todas as noites na frente da pequena igreja local, esta era rodeada por um conjunto de três <i style="mso-bidi-font-style: normal;">tapires</i> (equivalente a pequenos barracões de taipa), que eram iluminados por lâmpadas incandescentes, por eletricidade gerada pela força de um pequeno gerador, que só era ligado nos finais de semana, ou seja, toda iluminação artificial noturna da comunidade dependia exclusivamente do gerador.</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> No princípio foi difícil me acostumar com a precariedade do local, principalmente à noite, quando era mais evidente as diferenças da mata para a cidade, mas, logo estava eu envolvido com a molecada correndo de um lado para o outro brincando de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pega-pega</i></b>, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">esconde-esconde</i></b>, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">cai-no-poço</i></b>, e as <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">brincadeiras de roda</i></b> (Pai Francisco, A Barata, A canoa virou, etc.).</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> Levei também para os meus novos amigos a minha contribuição, ensinei aos mesmos algumas brincadeira de meninos típica da zona urbana tais como: o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">assassino</i></b>, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">empinar</i></b><i style="mso-bidi-font-style: normal;"> <b style="mso-bidi-font-weight: normal;">pipa</b></i> (que no meu tempo se chamava <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">papagaio</i></b>, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">cângula</i></b> ou <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">rabióla</i></b>), as regras do jogo de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">petecas</i></b> (que agora se chama <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">bola de gude</i></b>), por outro lado aprendi o uso da <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">baladeira</i></b> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">estilingue</i></b>), com a qual me tornei um exímio caçador de passarinhos e a arte do <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">mergulho</i></b> do qual fui campeão inúmeras vezes.</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> Não demorou muito para que esquecesse totalmente as minhas origens urbanas. Havia redescoberto a vida no paraíso e isso não tinha preço. Aos domingos entrei para o coral da igreja, aonde descobrir que não tinha vocação nenhuma para o canto. Durante os dias de semana, frequentava a escola local, e lá conheci diversas atividades <i style="mso-bidi-font-style: normal;">artísticas </i>e <i style="mso-bidi-font-style: normal;">lúdicas</i> como: a <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">arte de representar</i></b>, a <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pintura</i></b>, a <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">arte de contar histórias</i></b>, o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">futebol</i></b> e a <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">dança</i></b>. </span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> De vez em quanto batia uma saudade dos meus velhos amigos que havia deixado para trás, mas, era só de vez em quando. A infância no interior me proporcionou uma das melhores fases (se não a melhor) da minha vida.</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: #351c75;"> Hoje já adulto e responsável e ao conviver novamente com inúmeras crianças, lembro com bastante saudade de um tempo em que <i><b style="mso-bidi-font-weight: normal;">ser feliz era tudo o que me importava</b></i>. </span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: #351c75;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Assim pinto uma aquarela com cheiro a caramelo, e tons de um dourado grave, igual ao sol que brilha lá fora e de um azul celeste igual ao céu debaixo do qual eu fui <b><i>astronauta</i></b>, <i><b>super-herói</b></i>, <i><b>rei</b></i>, <i><b>menino</b></i> e <i><b>criança</b></i>, onde <b><i>tudo era possível</i></b>, e o <b><i>bem vencia sempre</i></b>.</span></span></div></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-77842135944417757332012-04-18T08:08:00.000-07:002012-04-18T08:08:15.248-07:00Analise científica do filme "O Óleo de Lorenzo" por Waldeci Moraes<div dir="ltr" style="text-align: left;" trbidi="on"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><br />
</div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 0pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"></div><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> <span style="color: blue;"> </span><span style="color: #4c1130;"><b>Título original: </b>Lorenzo's Oil. <b>Lançamento:</b> 1992 (EUA). </span></span><span style="color: #4c1130;"><b><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Direção:</span></b><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> George Miller. <b>Atores:</b> </span><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://www.adorocinema.com/atores/susan-sarandon"><span lang="EN-US" style="color: windowtext; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;">Susan Sarandon</span></a></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">, </span><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://www.adorocinema.com/atores/nick-nolte"><span lang="EN-US" style="color: windowtext; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;">Nick Nolte</span></a></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">, Peter Ustinov, Kathleen Wilhoite. </span><b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Duração:</span></b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> 135 min. <b>Gênero:</b> Drama. <b>Distribuição:</b> Universal.</span></span> <br />
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<div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 0pt; text-align: justify;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><a class="rg_hl" href="http://www.google.com.br/imgres?q=filme+o+oleo+de+lorenzo&hl=pt-BR&biw=1011&bih=583&gbv=2&tbm=isch&tbnid=zZ-82bzZcGS8-M:&imgrefurl=http://biologiaim.blogspot.com/2011/01/oleo-de-lorenzo.html&docid=9Ui65XHNGQQmZM&imgurl=https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNFLYdP9IyBJJxVn6CevM-gauLB5Noew_SFoMqX-DYf0Ib4BuzX5RwyzFeI2COyXIWNtesbVkaB_tsspDkhULLGfoHnLVU1lgBdlu_I-qwCLL4C2TZd_Emm-3Pn1mqMb0bapIjg022NnY/s1600/oleodelorenzo.jpg&w=992&h=1410&ei=oteOT9jEJYPE0QGekvW2Dw&zoom=1&iact=hc&vpx=618&vpy=109&dur=73&hovh=268&hovw=188&tx=121&ty=128&sig=114670038683398801489&page=1&tbnh=128&tbnw=84&start=0&ndsp=18&ved=1t:429,r:4,s:0,i:74" id="rg_hl" style="clear: left; cssfloat: left; float: left; height: 280px; margin-bottom: 1em; margin-right: 1em; width: 193px;" wrc-processed="true"><img alt="" class="rg_hi" data-height="268" data-width="188" height="268" id="rg_hi" src="http://t0.gstatic.com/images?q=tbn:ANd9GcS4ggaPWfHIqkFxagfyjW42f5w5andbaDKA-L7rKHy0U_nmwkcZ" style="height: 268px; width: 188px;" width="188" /></a></div><div class="rg_ilbg" id="rg_ilbg" style="display: none;"></div><div class="rg_il" id="rg_il" style="display: none;"></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"></div><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> <span style="color: #4c1130;"> • <b style="mso-bidi-font-weight: normal;">Resumo do filme:</b> Augusto Odone (Nick Nolte) e Michaela Odone (Susan Sarandon) são os pais de um garoto (Lorenzo) que é portador de uma rara doença cerebral (ALD). Frustrados pelos médicos não terem o diagnóstico para uma doença tão grave, eles começam a pesquisar e a estudar por conta própria sobre tão fatídica doença, tentando encontrar uma cura para o filho. Essa pesquisa leva-os aos caminhos trilhados pelos pesquisadores científicos. Suas descobertas revolucionam o diagnóstico e tratamento da ALD, na época, causando um verdadeiro alvoroço na comunidade científica e nos pais de crianças portadoras da síndrome. A trama também mostra outra vertente bastante significativa, pois reflete os padrões e até mesmo as limitações impostas pela ciência convencional.</span></span> <br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="color: #4c1130;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-spacerun: yes;"><span style="font-family: Calibri;"> </span></span></span><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">Segundo Christian Leville em seu livro <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">“A Construção do Saber: manual de metodologia da pesquisa em ciências humanas, cap 1: o nascimento do saber científico”</i></b> a pesquisa científica é a <u>realização</u> de um <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">estudo planejado</i></b>, sendo o <u>método de abordagem do problema</u> o que caracteriza o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">aspecto científico da investigação</i></b>. Sua finalidade é <u>descobrir respostas</u> para questões mediante a aplicação do método científico. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%;"><span style="color: #4c1130;">A Pesquisa</span></span></i></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>A <u>pesquisa</u> sempre parte de um <u>problema</u>, de urna interrogação (na questão aqui apresentada, a doença congênita de ALD) uma situação para a qual <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">o repertório de conhecimento disponível não gera resposta adequada</i></b>. Para solucionar esse problema são levantadas <u>hipóteses</u> que podem ser <u>confirmadas</u> ou <u>refutadas</u> pela <u>pesquisa</u>. Portanto, toda pesquisa baseia-se em uma <u>teoria</u> que serve como ponto de partida para a <u>investigação</u>. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>Em relação a esses aspectos de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">metodologia de pesquisa científica</i></b> aqui apresentada pelos personagens do filme <b style="mso-bidi-font-weight: normal;">“O Óleo de Lorenzo”</b>, pode-se deduzir é que ela está relacionada em diversos aspectos com essa necessidade de ir além da abordagem<b style="mso-bidi-font-weight: normal;"> <i style="mso-bidi-font-style: normal;">teórica científica</i> </b>empregada na época. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%;"><span style="color: #4c1130;">O Saber científico </span></span></i></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>Assim, através da persistência e a incansável busca dos Odones por respostas que preenchessem as lacunas em torno da doença que vitimava seu filho Lorenzo, tivemos uma verdadeira pesquisa de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">caráter científico</i></b> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">biológica</i></b> e <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">medicinal</i></b> no caso), ou seja, suas buscas no princípio, proveniente apenas da <u>curiosidade de entender</u> o que se passava com seu filho, despertaram uma necessidade do uso do <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">saber científico</i> </b>por parte de alguém totalmente alheio a tais métodos, pois a síndrome que se manifesta em Lorenzo (ALD) e degenerativa a qual se caracteriza pelo acúmulo de ácidos graxos saturados de cadeia longa (principalmente ácidos com 24 e 26 carbonos) na maioria das células do organismo afetado, mas principalmente nas células do cérebro, levando à destruição da bainha de mielina, que protege determinados neurônios. Sem a mielina, estes neurônios perdem a capacidade de transmitir corretamente os estímulos nervosos que fazem o cérebro funcionar normalmente e aí surgem os sintomas neurológicos da doença. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%;"><span style="color: #4c1130;">Por que pesquisar?</span></span></i></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>Portanto, sendo esta uma doença nova, que lhe <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">interessará delimitar cientificamente</i></b> as suas <u>origens, conceitos, mecanismo de ação, etc</u>. Para isso os pais do menino empregam técnicas de pesquisa bioquímica e da medicina, que objetivara estudar o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">funcionamento</i></b> e a <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">razão</i></b> da lógica dessa moléstia sem o conhecer de sua história.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%;"><span style="color: #4c1130;">A pesquisa científica hoje</span></span></i></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>No entanto, no capitulo seguinte do livro: <b style="mso-bidi-font-weight: normal;">“A pesquisa científica hoje”,</b> o mesmo autor lembra-nos de que esta é uma avenida de mão dupla: <u>a pesquisa pode, algumas vezes, gerar insumos para o surgimento de novas teorias</u>, que, para serem válidas, devem apoiar-se em <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">fatos observados e provados</i></b>. Além disso, até mesmo a <u>investigação surgida da necessidade de resolver problemas práticos</u> (como foi o caso de Lorenzo) pode levar à descoberta de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">princípios básicos</i></b> (como foi à descoberta da relação da enzima com as cadeias longas por Augusto Odone).</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>O autor de “<b style="mso-bidi-font-weight: normal;">A construção do saber: manual de metodologia da pesquisa em ciências humanas” </b>em sua obra define que, os critérios para a <u>classificação dos tipos</u> <u>de pesquisa</u> variam de acordo com o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">enfoque dado, os interesses, campos, metodologias, situações e objetos de estudo</i></b>. O autor declara também que quanto à forma de abordagem, a pesquisa pode ser <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">qualitativa</i></b> ou <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">quantitativa</i></b>. No caso dos Odones, a principio buscavam aprender e entender como as células do nosso organismo funcionam fazendo uso de uma <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pesquisa qualitativa</i></b>, neste caso, as questões foram estudadas no <u>ambiente em que elas se apresentavam</u> sem qualquer <u>manipulação</u> <u>intencional do pesquisador</u>. A utilização deste tipo de abordagem difere da <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">abordagem quantitativa </i></b>pelo fato de não <u>utilizar dados estatísticos</u> como o <u>centro do processo de análise de um problema</u>, não tendo, portanto, a prioridade de numerar ou medir unidades. Para isso, passavam dias e noites em bibliotecas, mergulhados nos livros (neste caso uma pesquisa bibliográfica), ou seja, <u>necessitavam de um referencial teórico</u> sobre a síndrome, apenas <u>coletando as informações apresentadas</u>. Os <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">dados coletados</i></b> pelos Odones nessas pesquisas são <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">descritivos</i></b>, retratando o maior número possível de <u>elementos existentes na realidade estudada</u>. Preocupavam-se muito mais com o <u>processo do que com o produto</u>. Na análise dos dados coletados não tiveram a preocupação em <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">comprovar hipóteses</i></b> previamente estabelecidas, porém <u>não eliminaram a existência de um quadro teórico</u> que direcionasse <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">a coleta, a análise e interpretação dos dados</i></b>.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> A <u>pesquisa</u> efetuada pelos Odones no filme estava longe de ser uma <u>pesquisa científica dentro das normas preestabelecidas</u>, mesmo recorrendo aos médicos, professores e cientistas, sempre que achavam ter encontrado alguma informação significativa – buscando discutir com eles um tratamento melhor que viesse minimizar o sofrimento de Lorenzo, pois, falando cientificamente os Odones eram <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">leigos na cientificidade dos fatos em questão</i></b>. Para Alda Alves-Mazzotti e Fernando Gewandsznajder em seu livro: <b style="mso-bidi-font-weight: normal;">“O Método nas Ciências Naturais e Sociais: Pesquisa Quantitativa e Qualitativa; capítulo 5 intitulado: As</b> <b style="mso-bidi-font-weight: normal;">Ciências Sociais são Ciências?”</b>, enfatiza que a <u>pesquisa científica visa conhecer cientificamente</u> um ou mais aspectos de determinado assunto. Para tanto deve ser sistêmica, ordenada e analítica, só dessa forma o <u>produto da pesquisa científica deve contribuir para o avanço do conhecimento humano</u>. Essa conceituação de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">paradigmas</i></b> dificultou (e ainda não aceita pela ciência americana em sua totalidade) a pesquisa feita pelos Odones no tratamento da síndrome de ALD.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Ao fazer a análise da metodologia usada pelos Odones, faço-a à luz da obra de Babble Earl <b style="mso-bidi-font-weight: normal;">“Métodos de Pesquisa de Survey, capitulo 1: A lógica da Ciência”, </b>onde o autor enfatiza que aceitar uma <b><i style="mso-bidi-font-style: normal;">lógica científica</i> </b>significa admitir a existência de uma <u>sincronia entre mencionar, pensar, idealizar, argumentar, relatar e razão lógica é que toda pesquisa científica</u> ( natural ou social) e profundamente vinculada a uma <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">multiplicidade de regras humanas</i></b>, ou seja, que toda ciência é <u>fruto do pensamento pura e simplesmente filosófico</u> (em termos puramente<b style="mso-bidi-font-weight: normal;"> <i style="mso-bidi-font-style: normal;">não positivista</i></b>), e já que o pensamento é a manifestação do conhecimento, e que o conhecimento busca a verdade, é preciso estabelecer alguns pontos lógicos (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">normas</i></b>) para que essas metas possam ser atingidas. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;">Definição positivismo</span></span></i></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>O positivismo é uma corrente filosófica que surgiu na França no começo do século XIX. Os principais idealizadores do positivismo foram os pensadores <b style="mso-bidi-font-weight: normal;">Augusto Comte</b> e <b style="mso-bidi-font-weight: normal;">John Stuart Mill</b>. O positivismo defende a ideia de que <u>o conhecimento científico é a única forma de conhecimento verdadeiro</u>. De acordo com os positivistas somente pode-se afirmar que uma <u>teoria é correta</u> se ela foi comprovada através de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">métodos científicos válidos.</i></b></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: #4c1130;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span></span></i></b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"> positivistas</i></b> não consideram os conhecimentos ligados às crenças, superstições ou qualquer outro que não possa ser <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">comprovado cientificamente</i></b>. Para eles, o progresso da humanidade depende exclusivamente dos avanços científicos. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: #4c1130;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Instrumento do pensar </span></i></b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>Assim, Earl associa <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">a lógica</i></b> ao ramo da filosofia que cuida das <u>regras do bem pensar</u>, ou do pensar correto, sendo, portanto, na concepção do autor, toda ciência <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">um</i></b> <b style="mso-bidi-font-weight: normal;"><i>instrumento do pensar</i></b>. Mas, o autor destaca que a aprendizagem da lógica não constitui um fim em si. Ela só tem sentido enquanto <u>meio de garantir que nosso pensamento proceda corretamente a fim de chegar a conhecimentos verdadeiros</u> (como é o caso dos Odones). </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>Podemos, então, dizer que <u>a lógica trata dos argumentos</u>, isto é, das conclusões a que chegamos através da <u>apresentação de evidências que a sustentam</u>. Daí, na questão da pesquisa dos Odones, que, apesar de não poder aproveitar-se de experimentos em laboratórios e centros de estudos apropriados para tal, na busca de legitimidades acadêmicas, <u>ela mantém as características essenciais de qualquer pesquisa científica</u>, seja no âmbito das ciências consideradas lógicas e exatas, seja as de cunho social.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Pois pelo prisma de tal exposição devemos considerar a pesquisa dos Odones de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">não positivista</i></b>, pois parte de uma realidade: </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: #4c1130;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Do senso comum</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></i></b></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Aonde conhecer o funcionamento da síndrome é como conhecer o funcionamento do próprio corpo, através do <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">senso comum</i></b>, onde a <u>prática da medicina é um reflexo natural do próprio individuo</u>, mostrado através dos <u>conhecimentos populares passados de geração a geração</u> (como mostra ao <i style="mso-bidi-font-style: normal;">uso do óleo</i> na Índia). Conhecimentos estes, empregados na <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">prática da medicina popular</i></b> sem qualquer comprovação científica (o caso da dieta primordial de Lorenzo), onde os pais de Lorenzo efetuam uma <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pesquisa de campo</i></b>, para a obtenção de certezas em frente às duvidas levantada por eles. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;">Do pesquisador</span></span></i></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"><span style="mso-spacerun: yes;"> </span>A grande vantagem desse tipo de pesquisa é a obtenção de dados <u>diretamente na realidade</u>. Sem em nenhum momento perder a pesquisa teórica, em uma ciência baseado em fatos, é na <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pesquisa de campo</i></b> que as teorias propostas podem ser <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">validadas</i></b> ou <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">refutadas</i></b> (como ficou comprovada a ineficácia da dieta e a benéfica do uso do óleo). Assim, com a utilização de técnicas de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">amostragem estatística</i></b> (as teorias sobre a redução dos acúmulos de graxos em animais), a pesquisa de campo nesse caso permitiu o <u>acúmulo de conhecimento sobre determinado aspecto da realidade</u>, conhecimento esse que pôde ser <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">comprovado</i></b> e<i style="mso-bidi-font-style: normal;"> <b style="mso-bidi-font-weight: normal;">utilizado</b></i> por outros <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pesquisadores.</i></b></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: #4c1130;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Da especulação a apropriação</span></i></b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Aonde a pesquisa sobre o tratamento de Lorenzo pela família e pelos médicos na época, mostra uma forma de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">medicina especulativa</i></b>, tendo como base um <u>círculo de poder espiritual</u> (quando os Odones começam a se questionar sobre sua falta de aproximação com a igreja e as <u>consequências advindas</u> dessa atitude) e <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">medicinal</i></b> (a forma <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">arrogante</i></b> como os Odones são <u>tratados pelos médicos</u> e especialistas da ciência quanto à forma de cuidados ao tratamento de Lorenzo e em relação às descobertas de Augusto), <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">conhecimento empírico</i></b>, ou seja, uma forma de entender a moléstia sem qualquer base científica (como a comparação feita por Augusto entre Lorenzo e o ralo de pia). Enquadrada em um círculo às vezes <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">mediúnico</i></b> (como é mostrado através do <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">cântico</i></b> do africano e o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">artefato</i></b> observado por Augusto entre as coisas de Lorenzo), e através de <u>análises sem qualquer conotação científica ou real</u> (no <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">sonho</i></b> de Augusto, por exemplo, pelo qual ele <u>descobre a relação da enzima</u>). Em que esse círculo encerra uma <u>crença em divindades</u> (<b style="mso-bidi-font-weight: normal;">saber religioso</b>) onde o ser humano tenta o transcender. É através dessa crença, que os Odones tentam entender de forma racional, <u>gerada por</u> <u>induções</u> (<b style="mso-bidi-font-weight: normal;">saber filosófico</b>) a origem da síndrome e a sua <u>ligação de forma cabal</u> com o todo (como é visto no capítulo final do filme, sobre o <u>questionamento da continuidade e utilidade da pesquisa pelos mesmos</u>).<u> </u></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: #4c1130;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 14pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A Cientifização dos fatos</span></i></b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Em contrapartida a posição dos cientistas, médicos e especialista é <b style="mso-bidi-font-weight: normal;">positivista</b> em primeiro plano, pois: </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> No filme em questão, os médicos ao <u>teorizarem</u> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">hipóteses</i></b>), usam de uma abordagem <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">estruturalista</i></b> e se utiliza de método <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">histórico-estrutural</i></b> (como é o caso do óleo se é <u>benéfico ou não</u> ao ser humano) que visa <u>coletar</u> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">verificação</i></b>) o máximo de informações sobre os resultados da pesquisa dos Odones (na questão da <u>positividade do tratamento</u> de Lorenzo), a <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">análise do histórico</i></b> da familiar de Lorenzo e dos artefatos que permitem <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">deduzir sua</i></b> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">origem</i></b> (da ALD), o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">estudo dos mitos</i></b> (do que é verdadeiro comprobatório, ou não no tratamento), apesar da <u>pesquisa documental</u> por parte dos Odones, ou seja, que <u>para o leigo a comprovação superficial seria o suficiente</u> para atestar sua eficácia. Mas, <u>para o especialista a pesquisa exigiria uma comprovação ex-post-facto</u>, pois esta analisa situações, que se <u>desenvolverão naturalmente após algum acontecimento, que é estudar um fenômeno já ocorrido</u>, tentar explicá-lo e entendê-lo em <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">toda sua estruturação</i></b>. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Dentro de uma <u>observação participante</u> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">validação</i></b>), onde o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">pesquisador</i></b> (os Odones) <u>deveria procura pôr-se no lugar dos seus pesquisados</u> (Os portadores da síndrome) como se vê na discussão em torno da descoberta em torno da enzima coletiva, aonde o médico fala <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><o seu compromisso refuta somente ao seu filho, enquanto que o nosso é mais geral>. </i></b>Nesse caso, o pesquisador (os Odones), não procurou entender em <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">gênero</i></b>, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">números</i></b> e <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">grau</i></b> as<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"> práticas</i></b> dos diversos especialistas no assunto, como no simpósio, por exemplo, a <u>posição dos especialistas</u> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">objetivação cientifica</i></b>) e da <u>comunidade de pais envolvidos</u> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">falta de clareza</i></b>) com o drama da doença, a partir dos <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">valores coletados</i></b>, ou seja, dos valores dos fatores pesquisados (sejam os portadores, a síndrome ou os conhecimentos adquiridos). </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Mas ao final, ao <u>analisar de modo</u> <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">descritivo</i></b>, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">comparativo</i></b> e <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">sistemático</i></b> fica <u>determinado</u> (<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">leis e previsões</i></b>), que o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">homem comum</i></b> (na figura dos Odones) é um <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">buscador</i></b>, sendo o <u>pesquisador comum, o predecessor do pensamento científico</u>. Essa figura está longe de <u>ser ingênua</u>, suas <u>metodologias e recursos</u> são um pouco <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">especulativo</i></b> e <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">simples</i></b>, mas seus conhecimentos são baseados em estudos profundos dos mistérios da mente humana e do espírito, assim como em uma relação palpável do homem com o seu meio, <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">provando</i></b> a todos de maneira científica que <u>temos capacidades mentais e intelectuais para entender até as coisas mais improváveis</u>, e que o seu pensamento subsiste desde os primeiros dias da era do homem, apesar das constantes críticas a tais iniciativas. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;"> Dentro de uma <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">objetividade</i></b><i style="mso-bidi-font-style: normal;"> </i>o filme conclui que é <u>fundamental, é de vital importância do ponto de vista científico e cultural, a pesquisa </u>(seja ela científica ou não) para a <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">preservação do conhecimento</i></b> e como parte da estrutura genética (mesmo sabendo que tais práticas pelo homem comum causam um desequilíbrio no poder exercido pelos que se auto-intitulam <b style="mso-bidi-font-weight: normal;">“donos do conhecimento</b>”, dentro da comunidade), pois o saber adquirido é herdado e passa a fazer parte do conhecimento do ser esse conhecimento permanecerá vivo na memória genética do homem comum para sempre.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;">BIBLIOGRAFIA:</span></span></b></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><span style="color: #4c1130;"><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">LAVILLE, Christian e DIONNE, Jean. </span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A construção do saber: manual de metodologia da pesquisa em ciências humanas</span></i></b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">. – Porto Alegre: Artmed; Belo Horizonte: Editora UFMG, 1999.</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;">ALVES-MAZZOTTI, Alda Judith e GEWANDSZNAJDER, Fernando. <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">O método nas ciências naturais e sociais: pesquisa quantitativa e qualitativa</i></b>. 2ª edição; Editora Thomson.</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;">BABBLE, Earl. <i style="mso-bidi-font-style: normal;">Métodos de pesquisa survey</i> – Belo Horizonte – MG: Editora UFMG, 1999.</span></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: #4c1130;">MILLER, George (direção). <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">O óleo de Lorenzo</i></b> (Lorenzo's Oil<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">)</i></b>. 135 min. Drama. E.U.A; Estudio Universal. 1992. </span></span></div></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com8tag:blogger.com,1999:blog-585467206933367908.post-1608543501760049392011-06-28T15:50:00.000-07:002011-06-28T15:50:23.450-07:00Projeto Ação, Preservação do Meio Ambiente, Projeto desenvolvido na disciplan Organização do Trabalho Pedagógico sob orientação do Prof MSc Ricardo Pereira<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--> <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><!--[endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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</style> <![endif]--> <div class="MsoNormal"><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> Tema:</span></b></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><span> </span><span> </span>Preservação do Meio Ambiente. </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><span> </span><span> </span>Justificativa:</span></b></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><span> </span><span> </span>De acordo com a lei nº 9795, de 27 de abril de 1999, a educação ambiental deve ser contínua e permanente da educação Nacional, devendo está presente em todos os níveis e modalidades do processo de educação formal e não- formal. Tendo em vista esta perspectiva, este trabalho tem a finalidade de despertar nos alunos uma consciência crítica sobre as questões ambientais e sua preservação. Diante da realidade de informações e valores veiculados pela mídia e daquelas trazidas de casa, fazendo com que os alunos sintam o desejo de promover mudanças na sociedade.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="margin-left: 82.5pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Objetivo Geral:</span></b></div><div class="MsoListParagraph" style="margin-left: 93pt; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 115%;"><span>·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Despertar uma consciência Crítica sobre a Preservação do meio ambiente e assuntos relacionados ao mesmo.</span></div><div class="MsoListParagraph" style="margin-left: 93pt; text-indent: -18pt;"><br />
</div><div class="MsoNormal" style="margin-left: 57pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> Objetivos Específicos:</span></b></div><div class="MsoListParagraphCxSpFirst" style="margin-left: 93pt; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 115%;"><span>·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Desenvolver nos alunos uma visão globalizada frente aos problemas relacionados ao meio ambiente tais como sua preservação;</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 93pt; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 115%;"><span>·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Promover ao aluno o conhecimento sobre o que é o meio ambiente, e sua importância para vida;</span></div><div class="MsoListParagraphCxSpLast" style="margin-left: 93pt; text-indent: -18pt;"><span style="font-family: Symbol; font-size: 12pt; line-height: 115%;"><span>·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;">Proporcionar ao aluno em sala de aula um momento de reflexão sobre o tema abordado promovendo diálogo entre os mesmos, e oportunizando, momentos para expressar suas idéias e sentimentos.</span></div><div class="MsoListParagraphCxSpLast" style="margin-left: 93pt; text-indent: -18pt;"><br />
</div><div class="MsoNormal"><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><span> </span><span> </span>Metodologia</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><span> </span><span> </span><span> </span>Inicialmente ocorrerá de forma interativa uma conversa relacionada ao tema proposto proporcionado aos alunos troca de idéias e sentimentos ao tema proposto, produzindo neles um espírito de cooperação. Os mesmo se organizarão em grupos para participarem de dinâmicas lúdicas, de modo a contribuir ao desenvolvimento. As atividades serão desenvolvidas em forma de música, artesanato e visualmente, contribuindo assim para uma melhor compreensão. </span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> <b>Resultados Obtidos</b></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"> Ouve total interação com a classe uma vez que o tema preservação do meio ambiente foi absorvido com total clareza pelos alunos.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-747065198759343312011-06-17T08:53:00.000-07:002011-06-17T08:54:21.550-07:00A Raposa e o Galo<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div style="border-bottom: solid #4F81BD 1.0pt; border: none; mso-border-bottom-themecolor: accent1; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;"><div class="MsoTitle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;"><b style="color: orange;"><a href="http://www.blogger.com/post-edit.g?blogID=585467206933367908&postID=74706519875934331" name="fabula7"><span style="font-size: 18pt;">A RAPOSA E O GALO</span></a></b><span style="font-size: 18pt;"></span></div></div><div class="MsoNormal" style="color: #274e13; margin-bottom: 0.0001pt;">Adaptado por Waldeci Moraes </div><div class="MsoNormal" style="color: #274e13; margin-bottom: 0.0001pt;"> </div><img alt="" 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" style="color: #274e13;" /><span style="color: #274e13;"><span style="background-color: purple;"></span></span><br />
<div style="color: #274e13;"> Em uma fazenda havia uma criação muito grande de aves. Uma raposa muito faminta, a muito desejava entrar no quintal da tal fazenda, mas sempre que ela tentava chegar sorrateiramente o galo da fazenda, que estava constantemente empoleirado em uma arvore, dava o alarme, e lá ia a raposa mata adentro perseguida por uma matilha de cães.</div><span style="color: #274e13;"> </span><br />
<div style="color: #274e13; text-align: justify;"> Por diversas vezes a raposa tentou, tentou, mas o galo estava sempre ali. Finalmente a raposa achou que se pegasse o galináceo seus problemas certamente acabariam.</div><div style="color: #274e13; text-align: justify;"> Certo dia, a raposa meio que bolou um plano para pegar o tal galo. Aproximou-se da cerca do sítio e lá estava o galo como de costume empoleirado na dita arvore. </div><div style="color: #274e13; text-align: center;"><img alt="" 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/></div><div style="color: #274e13; text-align: justify;"> O galo do alto da arvore, logo avistou a raposa se aproximar. Preparou para dar o alarme quando a raposa fez sinal que queria levar uma conversa com o ele. O galo achou tudo aquilo esquisito, mas resolveu que ia esperar para ver no que aquilo ia dar. A raposa aproximou-se do pé da arvore, olhou para cima e falou:</div><span style="color: #274e13;"> </span><br />
<div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">– Ó galo, tu já recebeste o convite para a festa de hoje? Não me diga que ainda não foste convidado para a grande comemoração?</i></div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">- Não estou sabendo de festa nenhuma – respondeu o galo do alto da arvore – de que se trata essa “comemoração?”</i> – estranhou o galo.</div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">- Veio agora uma ordem para todos os animais serem amigos uns dos outros. Todos os animais que eram inimigos mortais entre si estão confraternizando em todos os lugares do mundo. Bem que poderias descer daí e vim aqui comemorar comigo</i> – falou a raposa meio que eufórica – <i style="mso-bidi-font-style: normal;">Bem que poderias hoje ser o meu par no baile. Vem logo que já não me agüento de tanta alegria!</i></div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">- Essa e uma notícia muito agradável</i> – retrucou o galo, ainda do alto da arvore.</div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">- sinto que de agora em diante com essa “ordem” não teremos mais problemas de relacionamento em nossa “amizade”</i> – completou o galo.</div><div style="color: #274e13; text-align: justify;"> A raposa já cantando vitoria pediu ao galo que se apressasse em descer da arvore, pois precisava mostrar-lhe a tal ordem</div><div style="color: #274e13; text-align: justify;"> Estava nisto, quando o galo avistou a aproximação da matilha de cães da fazenda.</div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">- Raposa aguarda um segundo que acabo de avistar nossos amigos os cães. Certamente que eles ficarão muito contentes quando você lhes contar essa boa noticia. Aí poderemos comemorar em um único abraço essa notícia.</i> – Falou o galo em relação à impaciência da raposa. </div><div style="color: #274e13; text-align: justify;"> </div><div style="color: #274e13; text-align: justify;"> Os cães ao farejarem a raposa, botam-se atrás dela. A raposa quando viu toda essa movimentação e para não ser agarrada, fugiu o mais rápido que podia. O galo de cima da arvore gritava-lhe:</div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">– Raposa, mostre a eles a ordem! Mostra-lhes a ordem!</i> </div><div style="color: #274e13; text-align: justify;"> A raposa, que disparava igual a uma flecha, já bem de longe respondeu:</div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">– Não tenho tempo! Lembrei-me que tenho um bolo no forno.</i></div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">- Espere “amiga”, e a nossa “comemoração”?</i> - Gritou o galo.</div><div style="color: #274e13; text-align: justify;"><i style="mso-bidi-font-style: normal;">- Pois é. Que festa que perderei! É logo hoje, estou tão atribulada</i> – gritou a raposa já bem distante. </div><div style="color: #274e13;"></div><table cellpadding="0" cellspacing="0"><tbody>
<tr> <td><div><div class="MsoNormal"><br />
</div></div></td> </tr>
</tbody></table><table cellpadding="0" cellspacing="0"><tbody>
<tr> <td><div></div></td> </tr>
</tbody></table> E fugiu por entre um matagal, que já estava seco, fazendo enorme barulho, e com os cães em seu encalço.<br />
<span style="color: #274e13;"> </span><br />
<div class="MsoNormal" style="color: #274e13; line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="color: #274e13; line-height: normal; margin-bottom: 0.0001pt;"><b><span style="font-family: "Comic Sans MS";">Moral da história:</span></b></div><span style="color: #274e13;"> </span><br />
<div class="MsoNormal" style="color: #274e13; line-height: normal; margin-bottom: 0.0001pt;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Comic Sans MS";">Cuidado com as amizades muito repentinas.</span></i></div><span style="color: #274e13;"> </span><br />
<div style="color: #274e13;"><br />
</div><div style="color: #274e13;"><br />
</div></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-66420794686060961172011-06-17T08:40:00.000-07:002011-06-17T08:40:30.523-07:00A Águia e a Coruja<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if !mso]> <style>
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<div align="center" style="color: #6aa84f; margin: 0cm 0cm 0.0001pt; text-align: center;"><a href="" name="fabula2"><span style="font-size: 16.0pt;">A ÁGUIA E A CORUJA</span></a><span style="font-size: 16.0pt;"></span></div><div align="center" style="color: #6aa84f; margin: 0cm 0cm 0.0001pt; text-align: center;">Adaptado por Waldeci Moraes </div><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"><br />
</div><img alt="" 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" /><div style="margin-bottom: .0001pt; margin: 0cm;"> <span style="mso-no-proof: yes;"> </span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span> </span>Em uma floresta os animais costumavam se reunir para contar seus feitos, o que tinham realizado durante o ano que passara. Em uma dessas ocasiões a coruja e a águia se encontraram. A águia começou a falar sobre seus filhos de como eles eram majestosos, belos, capazes de vôos altíssimos. A coruja que a tudo ouvia ficou muito chateada com aquela rasgação-de-seda por parte da águia. Nesse momento a águia virou-se e perguntou:</div><div style="text-align: justify;"><i style="mso-bidi-font-style: normal;">- Oh! Dona coruja eu aqui falando dos meus filhos e nem para perguntar sobre os seus, que mal educada que sou! Diga-me como são as suas crias?</i></div><div style="text-align: justify;"><span style="mso-spacerun: yes;"> </span>Naquele momento a coruja, que pela descrição da águia em relação aos próprios filhos vira que os seus eram muito feios se comparados com os mesmos, resolveu que não iria ficar por baixo começou então a imaginar mil qualidades e falou: </div><div style="text-align: justify;">– <i style="mso-bidi-font-style: normal;">Ah! Dona águia, meus filhos são uns passarinhos muito lindos, olhos bem torneados e pequenos, bicos bem feitos, ar majestosos... Olhe dona águia quero lhe pedir um grande favor, se por um acaso a sra. topar com um ninho em que vir uns passarinhos lindos como esses que acabei de descrever,<span style="mso-spacerun: yes;"> </span>olha lá, não vá come-los, que certamente são os meus filhos. –</i> falou a coruja toda vaidosa e cheia de mitidez.</div><div style="text-align: justify;">- <i style="mso-bidi-font-style: normal;">Olhe dona coruja, geralmente eu sou um pouco avoada e desligada em relação ao que como, mas seria uma afronta a natureza atacar tão belos espécimes. Prometo em nome dos céus que nunca ei de cometer tal afronta a beleza</i> – falou a águia em tom solene.</div><div style="text-align: justify;"><span style="mso-spacerun: yes;"> </span>Acabada a reunião todos os bichos se retiraram. A águia foi voando pelo bosque até que começou a sentir uma fome danada. Seu olhar aguçado deparou-se em uma árvore um ninho de pássaros muito feios de dá dó. Comeu os pobres filhotinhos pensando <i style="mso-bidi-font-style: normal;"><acho melhor comer essas criaturas, pois dessa forma estarei fazendo um favor aos mesmos e ao mundo ao livrar essas criaturas de tão triste sina>.</i> E seguiu seu caminho como se nada tivesse acontecido.</div><div style="text-align: justify;"><span style="mso-no-proof: yes;"> </span></div><div style="text-align: justify;"><span style="mso-spacerun: yes;"> </span>Já mais tarde em sua casa, eis que alguém bate a sua porta, ao abrir depara-se com a coruja aos prantos, nervosa e muito aflita:</div><div style="text-align: justify;"><i style="mso-bidi-font-style: normal;">– Oh! dona águia, a senhora fora muito falsa comigo, a senhora havia me prometido que se encontrasse meus filhos não os atacaria, pois<span style="mso-spacerun: yes;"> </span>não só os atacou como também os comeu, apesar de sua promessa!</i></div><img alt="" src="data:image/png;base64,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" /><div style="text-align: justify;"><span> </span>A águia ficou assustada com aquela reação, pois durante sua vida inteira jamais quebrara uma promessa, principalmente a uma amiga de tanto tempo como a dona coruja, e tenta se justificar:</div><div style="text-align: justify;">– Amiga eu não entendo. A única refeição que fiz ao longo do caminho fora em um ninho onde eu encontrei uns filhotinhos de pássaros tão feios, depenados, sem bicos, e com os olhos tapados, eu juro que pelo que a senhora me descreveu não toquei em nenhum filhote desse porte; ora, como à senhora me havia dito que seus filhos eram muito lindos e tinham os biquinhos e olhos bem feitos entendi que não poderiam se os seus, esses que comi eram muitos feios.</div><div style="text-align: justify;">– Pois eram esses mesmos! - disse a coruja.</div><div style="text-align: justify;">– Olhe dona coruja sinto muito pela sua dor – falou a águia em tom muito bravo – mas, reconheço que a senhora foi à única culpada por toda essa tragédia, pois se a sua vaidade e mentiras não tivessem falado mais alto que seu bom senso seus filhos ainda estariam vivos.</div><div style="text-align: justify;"><span style="mso-spacerun: yes;"> </span>Daquele dia em diante a coruja tornou-se mais ponderada e sabia, até os dias de hoje. </div><div align="right" style="text-align: right;"><span style="font-family: "Brush Script MT"; font-size: 16.0pt;">Fim.</span></div></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-15675465037082441972011-06-17T07:21:00.000-07:002011-06-17T07:21:32.147-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQcSX6Y276PCsk8mNoRXsub2cJHTm2NlQR4Tu8RWx5QQVVJ5EH90j3AIkwiPfg5BlTgPAmROMeB99gfuEVHe3rYGyehUanAlUJvAX3GKEL0tOrr5ECqLKeOepTRVaCmMF21xkUc50iW4/s1600/SANY0192.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzQcSX6Y276PCsk8mNoRXsub2cJHTm2NlQR4Tu8RWx5QQVVJ5EH90j3AIkwiPfg5BlTgPAmROMeB99gfuEVHe3rYGyehUanAlUJvAX3GKEL0tOrr5ECqLKeOepTRVaCmMF21xkUc50iW4/s320/SANY0192.JPG" width="320" /></a></div><div style="text-align: center;"><span style="font-size: large;"><b><span style="color: #134f5c;">Minha Segunda Escola</span></b></span></div><br />
</div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-84855214016395557202011-06-17T07:10:00.000-07:002011-06-17T07:17:45.458-07:00Trabalho de Campo I (OTP)<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: right;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh51NgbSVr0VP1c6sNNgBhJ_wItbmipqQ_ZoB1_0BxVX4CQvb3NMvYwfCCQZJjTGMwwX3uZQL6Tw3Cqy7x6BwtF5pAcvuhwOcm4KaxOdzPFv6tUIdyGDPH2WdTM4Jg5OWs4yOb_sEy3Y6o/s1600/SANY0203.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh51NgbSVr0VP1c6sNNgBhJ_wItbmipqQ_ZoB1_0BxVX4CQvb3NMvYwfCCQZJjTGMwwX3uZQL6Tw3Cqy7x6BwtF5pAcvuhwOcm4KaxOdzPFv6tUIdyGDPH2WdTM4Jg5OWs4yOb_sEy3Y6o/s320/SANY0203.JPG" width="320" /></a></div><div style="color: #4c1130;"><b>"Nossos agradecimentos a toda Escola, aos funcionários e professores pela acolhida e compreensão da extensão e importância do nosso trabalho.</b></div><div style="color: #4c1130;"><b>Vai o nosso abraço e acima de tudo o nosso respeito para uma profissão tão bela e muito pouco valorizada."</b><br />
<b><br />
</b></div><div style="color: #4c1130;"><b>Moraes, Taci, Elaine e Cristiane. </b></div><br />
</div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-80118173272196962812011-06-17T06:54:00.000-07:002011-06-17T06:54:50.995-07:00Resultado do Programa Permanência DAIE/Proex<div dir="ltr" style="text-align: left;" trbidi="on"><span style="color: lime; font-size: large;"><a class="contentpagetitle" href="http://proex.ufpa.br/site/index.php/noticias/285-comunicado-sobre-o-resultado-do-programa-permanencia">Comunicado sobre o Resultado do Programa Permanência</a></span> <br />
<table class="contentpaneopen"><tbody>
<tr> <td colspan="2" valign="top"> <span style="font-size: large;">DAIE/Proex informa que o Resultado Preliminar do Programa Permanência deve ser divulgado entre esta e a próxima semana, por isso os candidatos devem acompanhar as atualizações no site da Proex.</span></td></tr>
</tbody></table></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-77866014952254037002011-06-17T06:47:00.000-07:002011-06-17T06:47:42.292-07:00Chega ao fim o cerco (Siege)<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivb_nWWtvRbQmdSWW-2j-a1ITtGcLPStNg5ztx_G4QXFqQfBKs3EyfF8RAhU8fcpTkA4SfXt0D_Ecz_86sOlNw32PTtthY76tlDKS4uVbLu4RPO8yBTrhG4_z1iZLI1vpQ4j86Ntk3Hc4/s1600/Dark_Avengers_Wallpaper_JxHy.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivb_nWWtvRbQmdSWW-2j-a1ITtGcLPStNg5ztx_G4QXFqQfBKs3EyfF8RAhU8fcpTkA4SfXt0D_Ecz_86sOlNw32PTtthY76tlDKS4uVbLu4RPO8yBTrhG4_z1iZLI1vpQ4j86Ntk3Hc4/s320/Dark_Avengers_Wallpaper_JxHy.jpg" width="320" /></a></div><div style="color: yellow;"><b> <span style="font-size: small;"><span style="background-color: blue;">Atenção Marvetes:</span></span></b></div><div style="background-color: blue; color: yellow;"><b><span style="font-size: small;"><br />
</span></b></div><div style="background-color: blue; color: yellow;"><b><span style="font-size: small;"> Chega ao fim o Cerco da cidade de Asgard!</span></b></div><div style="background-color: blue; color: yellow;"><b><span style="font-size: small;">Seria o fim dos deuses?</span></b></div><div style="background-color: blue; color: yellow;"><b><span style="font-size: small;">O que acontecerá com Norman Osborn?</span></b></div><b><span style="font-size: small;"><span style="background-color: blue;"><span style="color: yellow;">E seus Dark Avengers serão finalmente</span><span style="background-color: white; color: yellow;"></span><span style="color: yellow;"> depostos</span>?</span></span></b><span style="background-color: white;"></span></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-48550732621836304652011-06-17T06:36:00.000-07:002011-06-17T06:38:47.292-07:00Igualdade<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 26pt; line-height: 115%;"><br />
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 26pt; line-height: 115%;"></span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpzRsyMUq_l_eKoh0nIqTmVuFFypMCqa5ZPJ47ZhjTQ8z2sxeB6Gos8wO7yE8L_6mQsx5Va0lmm3fvlNduHV3dqbIMdZQEHpOIgq8aUcqb3jXBAMmh1y5xAgAKpMx92oKVlkdIUawXXW8/s1600/Coruja.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: x-small;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpzRsyMUq_l_eKoh0nIqTmVuFFypMCqa5ZPJ47ZhjTQ8z2sxeB6Gos8wO7yE8L_6mQsx5Va0lmm3fvlNduHV3dqbIMdZQEHpOIgq8aUcqb3jXBAMmh1y5xAgAKpMx92oKVlkdIUawXXW8/s1600/Coruja.png" /></span></a></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="color: #cc0000; line-height: normal; text-align: justify;"><span style="font-size: small;"><b><i><span style="font-family: "Arial Narrow","sans-serif";">“A distância que a Educação e a Sociedade pedagonizada pretendem reduzir é aquela de que vivem e que não cessam de reproduzir. Quem estabelece a IGUALDADE como objetiva a ser atingido, a partir da situação de DESIGUALDADE, de fato a posterga até o infinito.”</span></i></b></span></div><div align="right" class="MsoNormal" style="color: #cc0000; line-height: normal; text-align: right;"><span style="font-size: small;"><b><i>RANCIÈRE</i></b></span><span style="font-size: small;">, O mestre ignorante. 2007.</span></div></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-60185023404619697222011-06-13T14:20:00.001-07:002011-06-13T14:20:26.034-07:00fotos<div dir="ltr" style="text-align: left;" trbidi="on"><br />
</div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com1tag:blogger.com,1999:blog-585467206933367908.post-73293843463911164292011-06-13T14:07:00.001-07:002011-06-13T14:07:09.347-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><br />
</div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-60756574476387852742010-11-28T15:16:00.000-08:002010-11-28T15:17:41.311-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvH5poSLy7qkDe3sBiiiHoEJ39REiHjrY1Y6V9fKpBIScHvphasiL7xE3UYkLOZr7JSy-AkDi-QsqW7TuHDObKhhEM0EUQB6LyIAnK-Vm9lZXG4DTCuw_YOncusu4ikfgF-31JPPRpJqk/s1600/enem.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvH5poSLy7qkDe3sBiiiHoEJ39REiHjrY1Y6V9fKpBIScHvphasiL7xE3UYkLOZr7JSy-AkDi-QsqW7TuHDObKhhEM0EUQB6LyIAnK-Vm9lZXG4DTCuw_YOncusu4ikfgF-31JPPRpJqk/s400/enem.jpg" width="400" /> </a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><i><span style="color: white;">... Enquato isso em Brasília, na Câmara dos Deputados...</span></i></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><span style="color: white;"><br />
</span></span></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-1677793362067207122010-11-27T06:45:00.000-08:002010-11-28T15:11:15.765-08:00A necessidade do professor pesquisador<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 />
<h2 style="color: magenta; text-align: right;"><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></h2><div align="right" class="MsoNormal" style="text-align: right;"><div align="right" class="MsoNormal" style="text-align: right;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzunotaFhirFGAskt2YaCtuvoqy0O0ztKNw79A7Cl8bJ5Q300b98aCL9ksszEhOB5ETFddw3eO62vfdibOH7AZEY-uW3LA7EcRaW51pacZvAQ_QZbe99D-ES48vpShyphenhypheny_YNfuQtAwx3pg/s1600/tecnologia4jpg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzunotaFhirFGAskt2YaCtuvoqy0O0ztKNw79A7Cl8bJ5Q300b98aCL9ksszEhOB5ETFddw3eO62vfdibOH7AZEY-uW3LA7EcRaW51pacZvAQ_QZbe99D-ES48vpShyphenhypheny_YNfuQtAwx3pg/s1600/tecnologia4jpg.jpg" /></a></div><b><span style="font-family: "Tahoma","sans-serif"; font-size: 12pt; line-height: 115%;">Por Waldeci Moraes</span></b></div></div><h2 style="color: magenta; text-align: right;"><span style="font-size: small;"><b><i> </i></b></span></h2><h2 style="color: magenta;"><span style="font-size: small;"><b><i>“... formar é muito mais do que puramente treinar o educando no desempenho de destreza...”</i> </b>(<b>Paulo Freire</b><b>)</b></span></h2><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 />
<div class="MsoNormal" style="color: blue; line-height: normal; text-indent: 30pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"></span></b><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Este artigo tem como objetivo, refletir de forma crítica, a metodologia, dinâmica e compatibilidade do educador-pesquisador na questão da transmissão do conhecimento, tendo presente o contexto histórico que estamos vivendo, e o perfil do novo aluno frente às novas bases tecnológicas do mundo globalizado, que exigem a formação de um profissional mais autônomo, crítico e reflexivo. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;"><br />
</span></div><div align="center" class="MsoNormal" style="color: orange; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: small;"> <hr align="center" size="2" width="100%" /></span></div><div class="MsoListParagraph" style="color: orange; line-height: normal; margin-left: 48pt; text-indent: -18pt;"><span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><br />
</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Neste início de século, as exigências colocadas pelo avanço do conhecimento científico e da tecnológica, combinadas com um modelo econômico, que exige a competição mercadológica levada aos extremos, à educação tem sido alvo de várias discussões em todos os setores da sociedade, principalmente nos meios governamentais, que pretendem trazer em seus projetos para o setor esses modelos econômicos, assim como os modelos educacionais pré-existentes em países economicamente estáveis. A positividade de todo esse debates é, nunca se discutiu tanto educação antes como na atualidade. O período histórico que estamos vivenciando, nos coloca em um cenário político globalizado com paradigmas cada vez mais complexos, que exigem um processo de desenvolvimento intelectual mais acelerado. Tal procedimento nos conduz a um processo de adaptação relevantemente dinâmico e inovador no contexto socializado. Mas, qual é o significado disso tudo na política educacional? Que relação existe entre este acelerado e crescente acúmulo de conhecimento com a formação profissional do educador e a sua atuação no âmbito escolar? </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="font-size: small;">Nesses tempos atuais o professor enfrenta um grande desafio, como tornar interessante e dinâmico a arte de educar em frente à exigência do avanço unilateral do conhecimento. Exige-se uma educação atualizante e expansiva, uma educação direcionada para a formação de um homem novo, consciente de suas capacidades, detentor de senso crítico, transformador de sua realidade e criador de uma nova sociedade. Por isso tudo o papel do educador tornou-se muito mais importante nesse conflito de prioridades como aquele, que no caso da emancipação educacional, terá a responsabilidade de “conduzir” o iniciado na questão referencial elucidativa, do aprendizado e da conscientização do poder “libertador” do conhecimento, e de sua capacitação como pessoa e personalidade</span>. </span></div><div class="MsoNormal" style="color: blue; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span></div><div class="MsoListParagraph" style="color: blue; line-height: normal; margin-left: 48pt; text-indent: -18pt;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"><span style="font: 7pt "Times New Roman";"></span></span></b><b style="color: magenta;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt;">A conscientização do educador quanto a sua responsabilidade</span></b></div><div class="MsoListParagraph" style="color: blue; line-height: normal; margin-left: 48pt; text-indent: -18pt;"><b style="color: magenta;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Se a escola tem um importante papel no fator educativo, o que não dizer do professor? A problemática atual da educação no Brasil é certamente, o reflexo das características dos diversos períodos da educação brasileira, na qual a relação contraditória não condiz com as realidades econômicas, sociais e as transformações culturais e políticas pelos quais o Brasil tem passado nos últimos tempos, além de que as lutas pelo poder político, onde a educação é usada como instrumentos ideológicos de dominação e submissão, permanecendo e fortalecendo a desigualdade social. Neste caso, a educação certamente se opõe à noção de bem comum da sociedade incorporada a uma manifestação retrógada, totalmente ultrapassada, segregadora, capitalista intelectual e inútil. Método que condiciona o trabalho pedagógico-educativo a uma relação de que: “quem sabe manda, quem não sabe obedece”. Desta forma, a função social do saber, é despolitizar, é alienar o homem de si próprio e em conseqüência transformá-lo em objeto de produção da máquina estatal. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Portanto, os paradoxos entre educação e a estrutura sociológicas são ratificadas, e na medida em que isto acontece, a política desagregadora emergente reúne e orienta suas metas de poder sobre e acima do cidadão comum, e nesse caso seu alcance de possibilidades de modificações é inteiramente obstruído, negado pelo próprio poder estabelecido para garantir seus direitos mais básicos.</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">O professor, no que lhe concerne o seu papel, tem por objetivo eliminar tais obstáculos, daí que o mesmo tem de ter plena consciência da sua importância nessa “queda de braços”, no referencial Emancipação X Submissão. Sua metodologia, assim como suas limitações ao repassar um ensino qualitativo, é um produto de uma sistematização arraigada em nossa sociedade. Ação esta, que confere ao mesmo uma total desqualificação perante a profissionalização educativa, e o que o torna refém de uma situação comprometedora, ou seja, incapacitação no que concerne ao repasse do conhecimento. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Estas questões de ensinamentos e metodologia, assim como seu despreparo, certamente se devem ao fato de que tais qualidades, que deveriam ser inerentes a sua condição profissional, na verdade arremete a uma condição curricular única, a falta de pesquisas e afins, algo que é de importancia vital e condizente com sua profissão. A pesquisa (seja ela de cunho científica ou acadêmica), e a garantia de que um ensino de base será ministrado, e por um lado, a emancipação intelectual do educando será alcançada; de outro, a submissão, a alienação e o recrutamento pela falta de conhecimento do individuo, terá um fim. Tudo isso por que a pesquisa dará respaldo total ao educador, no que diz respeito a educar para quem, como e para o quê. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">A partir dessa conscientização e capacitação do educador, se estabelece o jogo dúbio ideológico político de uma socialização educacional, que se perpetua até nossos dias, como intencionalmente promulgada como neutra, apolítica; entretanto, voltada para a conservação de um pacto social hierárquico, elitista e opressivo, neste sentido, pode-se justificar o descaso e até mesmo lacunas, que se evidenciam especialmente, quanto à educação do povo, ao longo da história de uma época para outra. Em contrapartida o educador-pesquisador, que terá o infinito papel de educar para emancipar, tendo como base suas certezas e verdades, baseadas no conhecimento amplo e irrestrito da pesquisa, preenchendo as lacunas preexistentes deixadas pela ignorância e pelo irracional. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">A conceituação da importância da pesquisa é de que o pesquisador através da mesma poderá ampliar seus conhecimentos, objetivando e aprimorando-os. Ao adquirir o conhecimento o educador terá a necessidade de expandi-lo, entende-lo na sua integridade e em seus pormenores. Dessa forma todo e qualquer questionamento, seja seu ou de seus educados, será respondido com exatidão e pormenorizado até sua compreensão final. Além de que torna o educador uma pessoa mais conceituada em relação à realidade, permitindo assim ao mesmo, uma visão mais ampla e eficiente ao empregar tais conhecimentos na remodelação de tal realidade.</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><i><span style="font-family: "Times New Roman","serif";"> </span></i></span><span style="font-family: "Times New Roman","serif"; font-size: small;">É aqui também, o momento de colocar as idéias de Paulo Freire (1985), e como ele, fazer da educação um ato político, onde alfabetizar-se implique, antes de tudo, aprender a ler o mundo compreendendo seu contexto e ser capaz de “escrevê-lo” ou de “reescrevê-lo”, quer dizer, de transformá-lo através da prática consciente. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><i><span style="font-family: "Times New Roman","serif";"> </span></i></span><span style="font-family: "Times New Roman","serif"; font-size: small;">Na verdade, a idéia de Paulo Freire, representa uma tentativa explícita de formulação de uma amplitude do conhecimento, através da ruptura homem-objeto, para uma relação homem-sujeito que constrói e reconstrói sua história, não de maneira singular, mas pluralitária, e só através do conhecimento amplo e verdadeiro se obterá essa capacitação emancipativa educacional. </span></div><div class="MsoNormal" style="color: orange; margin-top: 12pt; text-align: justify;"><span style="font-size: small;"><i><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> </span></i></span><span style="font-family: "Times New Roman","serif"; font-size: small; line-height: 115%;">No Brasil, é um fato que se fazer pesquisa está muito aquém da realidade. Em um sistema politicamente incorreto, a pesquisa que representa desenvolvimento mental e cultural, seria como um “tiro no próprio pé”. Nas questões educacionais então, a pesquisa simbolizaria, ou melhor, há de ser pensar a questão da educação como princípio de dignidade humana, e como um ato social de preparação do indivíduo para participar de forma consciente, onde educar-se signifique construir um mundo mais justo e idealizado na igualdade de direitos e de deveres. </span></div><div class="MsoNormal" style="color: blue; margin-top: 12pt; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><b style="color: magenta;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">O educador como crítico de si mesmo</span></b></span></div><div class="MsoNormal" style="color: orange; line-height: normal; margin-top: 12pt; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Desta forma o professor é alguém que precisa ser um leitor de si mesmo, refletindo, sistematicamente, sobre as suas práticas, o seu fazer pedagógico; o que sabe e o muito que desconhece as suas contradições enquanto educador, os seus receios e inseguranças; para que possa vislumbrar as suas faltas e buscar formas de supri-las. É partindo desta leitura, leitura crítica de si, que poderá em exercícios de si mesmo, executar a leitura do mundo que o cerca. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: small;"> Sob este olhar podemos destacar a importância do educador enquanto pesquisador. Pesquisador porque investiga/reflete sobre si e a sua prática cotidiana; porque lê; dialoga com autores, de forma crítica, analisando sempre, na busca de elucidar as questões complexas que perpassam a sala de aula. Buscamos em FREIRE a inspiração para nos complementar: </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify;"><span style="font-size: small;"><i><span style="font-family: "Times New Roman","serif";">“Fala-se hoje, com insistência, no professor pesquisador. No meu entender o que há de pesquisador no professor não é uma qualidade ou uma forma de ser ou de atuar que se acrescente a de ensinar. Faz parte da natureza da prática docente a indagação, a busca, a pesquisa. O de que se precisa é que, em sua formação permanente, o professor se permita e se assuma, porque professor, como pesquisador.” FREIRE (1997).</span></i></span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Mas ser investigador implica no ser intensamente curioso a fim de poder despertar e provocar a curiosidade dos próprios alunos, assim como nos fala, mais uma vez, Paulo Freire. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Acredita-se que o primeiro passo no “caminho” da emancipação seja estimular o indivíduo para que o mesmo acredite que pode descobrir a “verdade das coisas”. A leitura e a escrita em sua vida será sem dúvida, a mola inicial que proporcionará tal arrancada rumo a essa perspectiva. Mas isso tudo, dependerá exclusivamente do modo como tal indivíduo será “conduzido”. Mostrar-lhe que pode e lhe é dada essa oportunidade, é emergencial. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">É muito importante a posição do educador, pois o mesmo não deve menosprezar sua responsabilidade na vida do educado. O mestre jamais deve esquecer que essa pessoa é um <b><i>livro em branco</i></b>, e que, portanto, suscetível a qualquer tipo de idéias. Nesse caso a responsabilidade de “escrever” as regras de o bom viver, da ética e, sobretudo do uso da razão, será total do educador.</span><br />
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</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Discutir as leis e o funcionar das coisas faz parte de um currículo vivo que atrai o aluno. O educando (seja adulto, adolescente ou a criança), precisa ser atendido na escola por um currículo amplo, de base e utilitário. Discutir sobre relacionamento humano e educação faz parte da função do professor. Portanto, se faz necessário que a pesquisa seja o supra-sumo do evangelho do educador, pois só através da pesquisa e que o mesmo poderá ter em profundidade o conhecimento de si próprio e do mundo ao seu redor.</span></div><div class="MsoNormal" style="color: blue; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;"> </span><span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div><div class="MsoNormal" style="background-color: black; color: magenta; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";">A profissionalização como dificuldade pedagógica</span></b></span></div><div class="MsoNormal" style="color: blue; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"> </span></b></span><span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">No Brasil, a profissionalização do educador é uma inconstante, isso sem falar em suas condições de trabalho que é degradante. Pois além de ter que lidar em defesa do aprendizado do aluno e abrir mão forçosamente de uma posição historicamente instituída, como aquele que tem a capacitação de emancipar intelectualmente o individuo, a sua boa vontade “esbarra” na questão da sua desvalorização profissional e baixo salário. Devido tais circunstâncias o professor é obrigado a ter outras atividades paralelas para sobreviver, o que o deixa sem tempo disponível para efetuar pesquisas. Daí sua incapacitação evidente em relação a ministrar uma disciplina mais elaborada e a apresentar uma base curricular mais eficaz. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Existe também no caso do professor, uma mitologia amplamente divulgada como aquele que detém o conhecimento. Essa sobrecarga de responsabilidades, muitas vezes está além da suas possibilidades, ou seja, a capacitação do professor torna-se ineficiente em face da angustiante responsabilidade de ter que educar o aluno academicamente, biologicamente e moralmente (sendo estas duas últimas educações obrigatoriamente de base familiar, impostas ao educador através de uma lei não escrita socialmente). Tais circunstâncias, apesar de suas capacitações tornam o educador delimitado no que concerne a educar. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Do ponto de vista crítico, é impossível negar a natureza benéfica da pesquisa no processo educativo, quanto negar o caráter educativo no processo da pesquisa. (...), ou seja, é impossível ter de um lado uma educação utilitária, que se diga a serviço da humanidade, dos seres humanos em geral sem uma base educacional aprofundada, ampla e irrestrita; de outro, uma prática pesquisadora esvaziada de significação educativa, sem quaisquer respaldos científicos ou aprofundadas. (...) Compreendemos então facilmente, não ser possível pensar, sequer, a educação, sem que se faça da pesquisa uma prática curricular crescente nas instituições educacionais.</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";"><br />
</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Assim, a pesquisa é o método fundamental enquanto sustentabilidade educacional, para uma compreensão mais eficaz das disciplinas e para a formação fundamental, média e acadêmica do aluno. Nesta direção, apontamos o método de formação da consciência crítica, que passa por cinco processos distintos, que podem ser assim descritos: investigação, conhecimento, reflexão, desenvolvimento e vivência. </span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="color: orange; line-height: normal; text-align: justify; text-indent: 30pt;"><span style="font-family: "Times New Roman","serif"; font-size: small;">Por se concordar na questão considerarmos os sujeitos em sua complexidade, o educador não pode deixar de lado a pesquisa entre as diferentes áreas do conhecimento, pois só através da mesma é que ele se tornará aquele que é capacitado a “lapidar a mais perfeita das jóias”, o conhecimento. É de natureza biológica, essa indigência humana, essa falta do conhecimento, mas precisamos evidenciar que o que move o mundo é de fato o questionar, pois a necessidade de muitos sobressai a necessidades de poucos, ou a necessidade de um só. A existência do o homem-razão, só depende da boa vontade do próprio homem. Mas como refletia Rousseau (1762), não podemos deixar de percebê-lo também com as sensações, as emoções e os movimentos que também são “partes de todos nós”. É esta singularidade dentro de uma complexidade que nos faz sermos o que somos, e é nesta questão que se atribui ao individuo a justificativa do errar humanamente por falta de conhecimento, mas de elevar-se ao patamar dos deuses ao adquiri-lo. Que se justifica, na visão idílica dos poetas. </span></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com1tag:blogger.com,1999:blog-585467206933367908.post-41666124714869607812010-11-27T05:56:00.000-08:002010-11-28T14:57:55.491-08:00O professor na pós-modernidade<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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<div align="center" class="MsoHeader" style="color: red; line-height: 115%; margin-top: 6pt; text-align: center;"><span style="font-size: 26pt; line-height: 115%;"></span><span style="font-size: 26pt; line-height: 115%;"></span></div><div align="right" class="MsoHeader" style="line-height: 115%; margin-top: 6pt; text-align: right;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG3o7P_f1Ft1cRUpicoX1U_U4966_yZNVs1JEJQjnH22f3_byFD7fZzS2-OnvlHHtz3VpuHAh0nQKuNSG73SaU1FnFEYQFeg3-O2SqfaGu3lJXxSPd-meviQiZ8cheIc__oyR3NPt-N3k/s1600/profesor.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG3o7P_f1Ft1cRUpicoX1U_U4966_yZNVs1JEJQjnH22f3_byFD7fZzS2-OnvlHHtz3VpuHAh0nQKuNSG73SaU1FnFEYQFeg3-O2SqfaGu3lJXxSPd-meviQiZ8cheIc__oyR3NPt-N3k/s320/profesor.png" width="180" /></a></div><b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">Por Waldeci Moraes</span></b><b><span style="font-size: 12pt; line-height: 115%;"></span></b><b><span style="font-size: 16pt; line-height: 115%;"></span></b></div><div align="center" class="MsoHeader" style="line-height: 115%; text-align: center;"><br />
</div><div align="right" class="MsoHeader" style="text-align: right;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> <span style="color: red;"> “Quatro coisas deve o educador ter sempre em mente: Os seus conhecimentos, a sua conduta, a sua integridade e a sua lealdade” </span></span></i></b><span style="color: red; font-size: small;">Máximas dos Anacletos, VII</span><b style="color: red;"><span style="font-size: 14pt;">.</span></b></div><div align="right" class="MsoHeader" style="text-align: right;"><br />
</div><div class="Secao" style="line-height: 150%; margin-left: 0cm; text-indent: 0cm;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div><div class="AposSecao" style="line-height: 115%;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">A <span style="font-size: small;">busca pela compreensão do papel do professor e da função do ato de “ensinar” no universo educacional pós-modernidade, consiste no tema deste artigo. A construção de uma visão articuladas acerca de uma trajetória, e definição dos métodos de ensino e aprendizagem nos permite conceituar tal ação pelo prisma de uma profissão que a muito deixou de ser considerada para a sociedade como vital. A análise da função do educador através das transformações e das mudanças que ocorre com a dinâmica do mundo produtivo, social e cultural contemporâneo é peça fundamental para se estruturar um perfil de uma profissão produzida no interior da ciência e da filosofia. Profissão essa capaz de <b>consumir</b> conhecimentos, ou mesmo de <b>reproduzir</b> as práticas sociais, mas também capacitada a <b>reconstruir</b> críticas e ativar o conhecimento produzido no cotidiano social e histórico e, com isso, <b>transformar</b> a realidade político-social-hstórico na mais perfeita ordem. <span style="color: red;"> </span></span></span></div><span style="font-size: small;"><br />
</span><br />
<div class="AposSecao" style="line-height: 115%;"><span style="font-size: small;"><span style="color: red; font-family: "Times New Roman","serif"; line-height: 115%;"></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> Sabe-se que o uso do termo “pós-modernidade” surgiu no final dos anos sessenta, para definir e conceituar um período do final da prosperidade do pós-guerra, na economia capitalista mundial. Encontramos palavras que definem esse mesmo conceito de momento histórico os seguintes termos: pós-industrial, pós-capitalista, pós-socialista, pós-burguês, pós-econômico, pós bem-estar-social, pós-civilizado.</span></span></div><div class="Texto" style="line-height: 115%;"></div><table cellpadding="0" cellspacing="0"><tbody>
<tr><td><div><div class="MsoNormal"><span style="font-size: small;"><i><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> </span></i></span></div></div></td> </tr>
</tbody></table><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">No entanto, dentro dessa tão expressiva era, conceituava-se a compreensão do homem, como um ser sapiente ao nível das máquinas por ele criadas. Máquina no sentido de que o homem assimila o conhecimento e faz uso adequado do mesmo, empregando tais recursos aonde for mais necessitado. Mas essa compreensão passa a ser questionada pelas novas descobertas da ciência e gera resultados divergentes e conflitantes entre si. Estamos diante de um momento histórico do qual surge uma nova visão do universo.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> </span></span> <br />
<div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Essa nova visão educacional deverá ser à base de construção universal do homem no conceito de uma nova sociedade, em uma nova era, solidada na realidade pura e simples das coisas.</span></span></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Dentro desses parâmetros, tem-se na educação, a fé de que esses conhecimentos recém adquiridos serão melhores repassados a todos. Sabe-se que as habilidades requeridas pelos impactantes avanços desses conhecimentos, sejam nas áreas sociais, políticas, científicas, tecnológicas e culturais, em que o trabalho humano vem assumindo, impõem a necessidade de uma maior competência dos educadores para entenderem e interpretarem tais informações no sentido de priorizar essas mesmas informações e repassá-las nos seus devidos conceitos, assim como ensinar ao seu aluno o uso correto e preciso de tais conhecimentos</span></span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="Secao" style="margin-left: 0cm; text-indent: 0cm;"><div style="color: red;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif";"><b>O perfil do educador na pós-modernidade</b></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: "Times New Roman","serif";"><b></b></span></span></div></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Parece claro que a educação, em geral, ponha-se a pensar nos rumos da profissionalização e formação dos profissionais na atualidade, haja vista que o ensino nesta área é tradicionalmente um conhecimento técnico, ou seja, reconhece-se amplamente a necessidade do profissional (no caso o educador), de ter sua formação continuada e ampliada, sob pena de que se tal atitude não for praticada, o educador não terá a mínima capacitação de exercer tal função, em frente às habilidades requeridas pelo crescente e monumental avanço, que o conhecimento vem adquirindo na atualidade.</span></span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Mais do que nunca, o educador não pode ser considerado como somente “aquele que leciona”, a de se pensar que sua ação não se limita a somente a uma sala de aula, que sua personalidade não é restrita a sua mera profissão de escolha, mas é algo mais substancial, algo como pessoa capacitada para o esclarecimento, para a lógica, uso da razão, aquele que é capaz de conceder ao sujeito (o educando), a capacidade de produzir e <b><span style="font-weight: normal;">utilizar o conhecimento na sua mais perfeita formação, ou seja, para o bem comum e de seus pares, que implica na utilização e domínio do conhecimento e das áreas existentes.</span></b></span></span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="AposSecao" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Diante do exposto, pergunta-se: Até que ponto os cursos voltados para a educação refletem essa responsabilidade? De que forma essa “atualização” da formação docente está de fato capacitando os novos educadores no referencial educar para quem, e por quê? Sabe-se que o uso do termo “educar” não se remete a um simples caso de transmissão de conhecimento, é muito mais que isso. Faz-se necessário, que o educador como aquele que tem o individuo sobre seus cuidados, possua uma gama incontestável de conhecimento, assim como uma base inquestionável do mesmo. Os cursos educacionais, na maioria das vezes são questionáveis quanto aos seus conteúdos, não preparam os seus graduandos na capacitação para a docência plena, formando professores sem qualquer conteúdo, ou habilitação para exercer tal profissão. Daí que se formam verdadeiras legiões de “agentes” transmissores de dados, profissionais mecanicista, incapazes de emancipar alguém no que concerne ao sentido verdadeiro da palavra “educar”.</span></span></div><div class="AposSecao" style="line-height: 115%;"><br />
</div><div class="AposSecao" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Portanto, é fundamental investir e avaliar permanentemente os cursos voltados para a formação docente, tendo em vista que dá capacitação plena de tais profissionais, dependerá o futuro de homens <b><i>emancipados</i></b> no verdadeiro sentido da palavra. É pertinentemente importante investir e avaliar das instituições de educação (mesmo que seja com a força da lei, visto que sem a mesma o que se obtém é um descaso total), o conteúdo, a formação e a metodologia aplicada na formação de tais profissionais.</span></span></div><div class="AposSecao" style="line-height: 115%;"><br />
</div><div class="Secao" style="margin-left: 0cm; text-indent: 0cm;"><div style="color: red;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif";"><b>A valorização da educação na pessoa do educador</b></span></span></div></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Outro tema relevante trata-se da valorização da profissão do educador, tendo em vista que no caso do educador, devemos considerar também as várias dificuldades que ocorrem com esses profissionais após o término de suas graduações, onde os mesmos tendem a sofrer barreiras sistematizadas, criadas por uma sociedade que desvaloriza a educação e seu representante na pessoa do professor. Além da questão salarial, que já é do conhecimento de todos que o salário dos professores brasileiros e um dos piores do mundo, ainda se têm outros obstáculos que desafiam o profissional da educação atualmente como:</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Indisciplina e violência nas salas de aulas;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Problemas comportamentais e familiares infanto-juvenil;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Preconceitos e estigmas sexuais, étnicos e sociais;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Imposição de métodos pedagógicos ultrapassados;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Condições de trabalho precárias;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Falta total de incentivos par uma especialização continuada; </span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Insegurança e crise de identidade quanto à função como educador;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Desvalorização pessoal por conta da imagem ruim que se têm do educador no referencial Educação-escola;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Despreparo e falta de conhecimento no referencial inclusão social na Escola;</span></span></div><div class="Texto" style="line-height: 115%; margin-left: 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> Falta de apoio por parte de pais e alunos.</span></span></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Enfim, esses são apenas alguns dos inúmeros obstáculos a se enfrentar na questão do profissional docente.</span></span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="Secao" style="margin-left: 0cm; text-indent: 0cm;"><div style="color: red;"><span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";">A metodologia educacional na pós-modernidade</span></b></span></div></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Preocupados em oferecer um ensino de qualidade aos nossos discentes, devemos entender que a compreensão, assimilação e a utilidade do conhecimento educacional na metodologia ministrada pelo educador são fundamentais, e que se deve pensar, ou até mesmo buscar cada vez mais uma especialização continuada, assim como o desenvolvimento do espírito científico e do pensamento reflexivo e critico, como características essenciais para a formação do profissional capaz de atender as exigências contemporâneas.</span></span></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">O que é o “ensinar”? O que pode ser o ensino em um mundo em mudança? Para Paulo Freire (1960) <b>“<i>formar</i> é muito mais do que puramente <i>treinar</i> o educando no desempenho de destreza”</b> O debate sobre o campo pedagógico-educacional, no Brasil, sempre esteve marcado pelas disputas entre concepções de ensinos, interesses de grupos sociais, correntes ideológicas e intelectuais e de constituições como o estado e a igreja (a católica principalmente).</span></span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> Segundo Paulo Freire (2010) “ninguém é sujeito da autonomia de ninguém”, ou seja, na questão educacional não devemos ser reféns de ensinos que não condizem com a realidade, apenas para sustentar interesses de alguns pequenos grupos que se perpetuam no poder. Dentro dessa perspectiva, falta ao método de ensino pedagógico-educacional debates em profundidades e sustentação teórica, chegando-se ao mesmo, na atualidade a um emaranhado de equívocos. </span></span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Esta é uma das razões pela qual a discussão epistemológica da metodologia de ensino na educação, vem sendo uma ação de estrema importância, esteticamente correta e acima de tudo desejável a todos. </span></span></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Portanto, este é um momento de reflexão sobre o espaço científico da metodologia de ensino, seja como ação reflexiva do fator educacional, seja como instrumento formador de cultura e opinião.</span></span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> </span></span></div><div class="Secao" style="margin-left: 0cm; text-indent: 0cm;"><div style="color: red;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif";"><b>A educação como uma questão de princípios</b></span></span></div></div><div class="AposSecao" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">A educação é, portanto, algo que devemos olhar com carinho e respeito. Devemos adotar o principio de que todos têm o direito de serem educados no sentido amplo e irrestrito da palavra, seja de forma clássica ou modernista, é irrelevante, o que é importante é que essa educação seja baseada na ética e moralmente voltada para a formação de um cidadão mais consciente e útil a sociedade a que é inserido.</span></span></div><div class="AposSecao" style="font-family: inherit; line-height: 115%;"><br />
</div><div class="Texto" style="font-family: inherit; line-height: 115%;"><span style="font-size: small;">Não podemos esperar indefinidamente que o Estado faça cumprir sua obrigação de dever, ou seja, que o mesmo venha proporcionar uma educação nota dez, pois todos sabem o quanto o estado não governa mais, o que se vê hoje em dia e um Estado que se tornou uma máquina cara demais para a sociedade e que já não é capaz de resolver os nossos problemas mais básicos.</span></div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;"><span style="font-family: inherit;">As questões recentes em torno da falta de moral e ética, algo tão banalizado atualmente, são reflexos com certeza da falta de um ensino de base educativa e subvencional, sendo que a ação resultante dessa educação é muito duvidosa e totalmente inútil no referencial</span> </span> educação emancipadora.</div><div class="Texto" style="line-height: 115%;"><span style="font-size: small;">Ao educador, portanto, cabe às investigações recentes, por exemplo, a subjetividade, à cultura, à comunicação intersubjetiva, à reflexividade crítica, visando demarcar os elos entre a teoria educacional e as práticas pedagógicas. Com isso explicita-se o espaço da pedagogia como ciência da educação, em interface com outras ciências humanas, delimitando a prática do ensino como base de uma educação mais elevada.</span></div><div class="Texto" style="line-height: 115%;"><br />
</div><div class="AposSecao" style="color: red; line-height: 115%;"><span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif"; line-height: 115%;">A metodologia como produtora de uma educação mais positiva</span></b></span></div><div class="Texto" style="line-height: 115%; margin-top: 12pt;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Assim vão se esclarecendo algumas das respostas a uma das questões que tanto debatem os educadores contemporâneos, o que pode e deve ser o ensino metodológico educacional hoje em dia? Acreditamos que é a ação que organiza reflexões, conteúdo e práticas na direção das principais necessidades educativas, com bases em:</span></span></div><div class="Texto" style="line-height: 115%; margin: 0cm 0cm 3pt 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Qualificação da formação de docentes como um projeto-politico-emacipatório;</span></span></div><div class="Texto" style="line-height: 115%; margin: 0cm 0cm 3pt 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Organização do conhecimento prático e teórico na visão do educador;</span></span></div><div class="Texto" style="line-height: 115%; margin: 0cm 0cm 3pt 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Composições pedagógicas das teorias educacionais com práticas educativas;</span></span></div><div class="Texto" style="line-height: 115%; margin: 0cm 0cm 3pt 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Qualificações e transformações dos exercícios da prática educativa na internacionalidade de suprir práticas alienantes, excludentes e injustas, direcionando o indivíduo a um processo humanizante, formativo e emancipatório;</span></span></div><div class="Texto" style="line-height: 115%; margin: 0cm 0cm 3pt 88.9pt; text-indent: -18pt;"><span style="font-size: small;"><span style="font-family: Symbol; line-height: 115%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Articulação e composição do fator ético e moral no desenvolvimento formativo da pessoa do cidadão como personalidade. </span></span></div><div class="Texto" style="line-height: 115%; margin-top: 6pt;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"> A prática da docência como podem analisar, é a culminância profissionalizante onde confluem a sabedoria e as dimensões do ser humano, do criativo, do teórico, do pensar, do criticar, do analisar, do refletir, e do racionalizar, todos inerentes ao exercício da prática como fator culminante.</span></span></div><div class="Texto" style="line-height: 115%; margin-top: 6pt;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Por essas características é que essa profissão precisa ter na raiz de sua metodologia o caráter de formação e o compromisso de emancipação, para a formação de profissionais que dêem expressão critica as suas práticas, que será altamente qualitativa, produtiva e utilitária na formação humana do sujeito. Esses elementos de expressão profissional, também serão capazes de aprenderem, ao mesmo tempo em que ensinam os sentidos e significações de suas ações, para adequá-los, transformá-los, recriá-los e aperfeiçoá-los num contínuo exercício de produção do conhecimento nas práticas educativas. </span></span></div><div class="Texto" style="line-height: 115%; margin-top: 6pt;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"></span></span></div><div class="Texto" style="line-height: 115%; margin-top: 6pt;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">O mais importante é compreender que não podemos que não podemos nos sentir dominados ou dominantes, mas que todos deverão viver harmoniosamente, educados e educadores. Pois não há liberdade sem conhecimento, nem conhecimento sem liberdade. Faz-se necessário que o dominado domine aquilo que o dominador domina para que haja harmonia.</span></span></div><div class="Texto" style="line-height: 115%; margin-top: 6pt;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">O entendimento harmônico cultural entre os cidadãos dependerá particularmente da boa vontade de todos os envolvidos na questão, e do respeito mutuo que cada um desses elementos tenha para com o outro. O antagonismo é uma prática sadia na educação desde que se tenha o respeito pela opinião do outro, ou seja, alunos e professores terão que saber criar condições favoráveis para o crescimento social, emocional e profissional, independente das necessidades e limitações de cada um.</span></span></div><div class="Texto" style="line-height: 115%; margin-top: 6pt;"><span style="font-size: small;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Muito se critica o educador, nos métodos, nas filosofias educacionais e nas didáticas como meios para transmitir os conhecimentos. Mas gostaríamos de esclarecer que pode não parecer, mas está constantemente se tentando e reformulando as práticas e a didática para que se obtenha um desenvolvimento pleno e qualitativo da metodologia educativa nas escolas, para que o educando possa desenvolver sua intelectualidade plenamente e ter oportunidades igualitárias.</span></span></div><div class="Texto" style="line-height: 115%; margin-top: 6pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><span style="font-size: small;">Cabe ao educador nesses tempos de conhecimentos fragmentados, reunir e direcionar o saber de forma íntegro, imaculado e justo. Para que ao repassá-lo, obter de seus pupilos a compreensão harmoniosa do todo. Demonstrando assim recurso e possibilidades de enfrentar as dificuldades (que são chances também de serem aproveitadas e exploradas) inerentes as práticas educacionais. </span> </span></div>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com1tag:blogger.com,1999:blog-585467206933367908.post-50848331566237424222010-11-09T05:09:00.001-08:002010-11-09T11:28:46.255-08:00<h1><span class="Apple-style-span" style="background-color: white;"><span class="Apple-style-span" style="color: red;">Enem 2010<br />
Alunos prejudicados pela prova amarela poderão ter nova chance</span></span></h1>O presidente do Inep, professor Joaquim José Soares Neto, confirmou agora há pouco, em Brasília, que os alunos eventualmente prejudicados por falhas de impressão no caderno amarelo das questões do Enem 2010, aplicado neste final de semana, poderão ter uma nova chance.<br />
O Professor Neto reafirmou que nenhum candidato será prejudicado. E que, portanto, caso fique comprovado que estes estudantes tiveram seu direito afetado, no limite, poderão refazer a prova.<br />
O Inep apurou que um lote inferior a 1% do total das provas do caderno amarelo apresentou problemas de impressão. Deste total, a grande maioria dos estudantes recebeu um novo exemplar do caderno de questões. Uma minoria deixou de ter o caderno substituído ou se recusou a substituir a prova.<br />
O Inep deverá receber nos próximos dias os relatórios de aplicação das provas, de todos os locais. Vai analisar caso a caso o ocorrido. E, ficando comprovado que o direito dos estudantes foi prejudicado, estudará uma forma de reaplicar a prova.<br />
<b>Assessoria de Imprensa do Inep/MEC</b>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-76217151610930795122010-11-09T05:07:00.000-08:002010-11-09T11:26:05.967-08:00<h1><span class="Apple-style-span" style="background-color: white;"><span class="Apple-style-span" style="color: magenta;">Enem 2010<br />
Gráfica assume erro de impressão no caderno de cor amarela da prova</span></span><span style="background-color: red;"><span style="background-color: white;"></span></span></h1> A gráfica RR Donnelley encaminhou nesta segunda-feira, 8, carta ao presidente do Instituto Nacional de Estudos e Pesquisas Educacionais (Inep), Joaquim Soares Neto, na qual assume a responsabilidade pelos erros de impressão no caderno de questões de cor amarela das provas do Exame Nacional do Ensino Médio (Enem) de 2010.<br />
“Durante a aplicação do primeiro dia do exame, identificamos, fazendo a leitura dos quatro itens de caderno de provas que contêm as mesmas questões em quatro ordens distintas de diagramação, que em um dos lotes de produção tivemos um problema de processo, resultando na impressão de 33 mil cadernos de provas amarelas com um defeito de ordenação”, explica a direção da gráfica. Desse conjunto de cadernos, segundo a empresa, aproximadamente 21 mil foram efetivamente distribuídos.<br />
A gráfica informa ainda: “Cabe ressalvar que foram impressas e distribuídas por todos os pontos de aplicação no Brasil, quase um milhão de provas que compõem a reserva técnica operacional da aplicação. Entre as funções dessa reserva técnica operacional está a substituição de provas com defeito de impressão obtidas na mesma sala da aplicação ou em qualquer outra sala de aplicação dessa escola”.<br />
Ao final do documento, a RR Donnelley diz estar à disposição do Inep para esclarecer qualquer dúvida técnica e a colaborar de forma efetiva na busca de solução dos problemas possivelmente acarretados a um número restrito de alunos.Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0tag:blogger.com,1999:blog-585467206933367908.post-37375175471022772422010-10-30T06:39:00.000-07:002010-11-09T11:32:57.093-08:00<span class="Apple-style-span" style="background-color: black;"><span class="Apple-style-span" style="color: cyan;"> <b><span class="Apple-style-span"><span class="Apple-style-span" style="font-size: x-large;">Educação</span></span></b><span class="Apple-style-span"> <b>engloba os processos de <i>ensinar</i> e <i>aprender</i>. É um fenômeno observado em qualquer sociedade e nos grupos constitutivos destas, responsável pela sua manutenção e perpetuação a partir da transposição, às gerações que se seguem, dos modos culturais de ser, estar e agir necessários à convivência e ao ajustamento de um membro no seu grupo ou sociedade. Enquanto processo de sociabilização, a educação é exercida nos diversos espaços de convívio social, seja para a adequação do indivíduo à sociedade, do indivíduo ao grupo ou dos grupos à sociedade. Nesse sentido, educação coincide com os conceitos de <a href="http://pt.wikipedia.org/wiki/Socializa%C3%A7%C3%A3o" title="Socialização">socialização</a> e <a href="http://pt.wikipedia.org/wiki/Endocultura%C3%A7%C3%A3o" title="Endoculturação">endoculturação</a>, mas não se resume a estes.</b></span></span></span><br />
<div class="thumb tright"><div class="thumbinner" style="width: 502px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:World_literacy_map_UNHD_2007_2008.png"><img alt="" class="thumbimage" height="231" src="http://upload.wikimedia.org/wikipedia/commons/thumb/0/07/World_literacy_map_UNHD_2007_2008.png/500px-World_literacy_map_UNHD_2007_2008.png" width="500" /></a> <br />
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</div><b><span class="Apple-style-span" style="color: lime;"> Nivel de alfabetização pelo planeta inteiro: veja as desigualdades do sistema de ensino em cada região do mundo, ampliando a imagem.</span></b></div><div class="thumbcaption"><br />
</div></div></div><b><span class="Apple-style-span" style="color: cyan;"><span class="Apple-style-span" style="background-color: black;">A prática educativa formal - que ocorre nos espaços escolarizados,quer sejam da Educação Infantil à Pós Graduação - se dá de forma intencional e com objetivos determinados, como no caso das <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Escolas" title="Escolas">escolas</a>. No caso específico da educação formal exercida na escola, pode ser definida como <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Educa%C3%A7%C3%A3o_Escolar" title="Educação Escolar">Educação Escolar</a>. No caso específico da educação exercida para a utilização dos recursos técnicos e tecnológicos e dos instrumentos e ferramentas de uma determinada comunidade, dá-se o nome de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Educa%C3%A7%C3%A3o_Tecnol%C3%B3gica" title="Educação Tecnológica">Educação Tecnológica</a>. A educação sofre mudanças, das mais simples às mais radicais, de acordo com o grupo ao qual ela se aplica, e se ajusta a forma considerada padrão na sociedade. Mas, acontece também no dia-a-dia, na informalidade, no cotidiano do cidadão. Nesse caso sendo ela informal.</span></span></b>Waldeci Moraeshttp://www.blogger.com/profile/01242799994550788800noreply@blogger.com0