tag:blogger.com,1999:blog-74942337409481986892024-03-21T16:51:26.479-07:00ELABORAÇÃO DE PROJETOSAnonymoushttp://www.blogger.com/profile/03536166820425300994noreply@blogger.comBlogger4125tag:blogger.com,1999:blog-7494233740948198689.post-24089886226856754052012-12-11T04:37:00.001-08:002012-12-11T04:39:08.737-08:00PROGRAMA PROFUNCIONÁRIO VILA RICA - MT<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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" 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" 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" 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<b><span style="font-family: "Courier New"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Programa do Governo Federal capacita
servidores da educação</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Profissionais da Educação Pública de Vila Rica - MT participaram nesta
sexta-feira (07.12), no auditório do </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR;">SISPUMVIR -
Sindicato dos Servidores Público Municipal de Vila Rica</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> da aula
inaugural do programa de formação, Profuncionário. O público representando o
Polo de Vila Rica recebeu as orientações sobre as aulas modulares, presenciais
e não presenciais, que acontecerão durante os próximos 18 meses, a partir de14
de dezembro. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O Profuncionário é um
programa do Governo Federal em parceria com as Secretarias de Estado e
Municipais de Educação para capacitar os profissionais da Educação, que atuam
em todas as unidades escolares. A execução do curso fica sob a responsabilidade
do Instituto Federal de Educação de Mato Grosso (IFMT), unindo assim as três
esferas de governo. Ao todo serão ofertadas cinco habilitações (Gestão Escolar,
Alimentação Escolar, Multimeios Didáticos, Meio Ambiente e Manutenção da Infraestrutura
Escolar), compatíveis com as atividades exercidas na escola. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">No Polo de Vila Rica
será ofertada a habilitação Infraestrutura Escolar com 49 funcionários inscritos
no Programa, compreendendo a rede municipal e estadual da Educação.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Participam dos cursos
Técnicos e Apoios Administrativos. São eles secretário de escola, merendeira,
vigilante e pessoal da limpeza. Para essa formação estão inscritos cerca de 8
mil profissionais (município e Estado), distribuídos por 68 polos, que a partir
do dia 17 de dezembro devem confirma a participação no Profuncionário
realizando a matrícula pelo Sistema Nacional de Informações da Educação
Profissional e Tecnológica (SISTEC). </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">No dia 14, antecedendo o dia
de confirmação das matrículas, os estudantes terão aulas presenciais com os
tutores do programa. Ao todo, 239 tutores e 68 coordenadores de polo foram
selecionados para atuarem em todo o Estado. “Todos participantes devem iniciar
e concluir o Profuncionário por ser esse um caminho de valorização profissional
e financeira”, destacou o secretário de Educação do Estado, Ságuas Moraes,
durante a solenidade de abertura. </span></div>
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<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Estrutura
Curricular</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Modalidade
/ Nível de Ensino </span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ensino
Fundamental a partir do 2º Ciclo 3ª Fase ao Ensino Médio</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Componente
Curricular</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Língua Inglesa</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Tema</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Aprendendo a Língua Inglesa por meio da WebQuest</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Conteúdos</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Construção de WebQuest de Língua Inglesa</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Língua Inglesa no Brasil e no Mundo</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 4; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Dados da
Aula</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 5; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O que o
aluno poderá aprender com esta aula</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Desenvolver
o espírito de pesquisa por meio da metodologia WebQuest.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ter em
acervos de WebQuests de Inglês atividades diferenciadas para aprendizagem da Língua
Inglesa.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 5; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Duração
das atividades</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">2 a 3
horas-aula </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 5; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Conhecimentos
prévios trabalhados pelo professor com o aluno</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A história
da Língua Inglesa no Brasil e no Mundo.</span></div>
<a name='more'></a><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 5; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Estratégias
e recursos da aula</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Esta aula
tem objetivo principal de apresentar a metodologia WebQuest e disponibilizar
acervos de WebQuests de inglês para dar suporte as aulas de Língua Inglesa.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 3; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Mas o que
é WebQuest?</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A
Webquest é um recurso tecnológico digital e uma metodologia que pode ser
utilizada pelo educador para o ensino de qualquer conteúdo curricular.
Disponibilizada na internet e construída tal qual páginas da web,
possibilitando pesquisa orientada utilizando, preferencialmente, recursos da
internet.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">É
importante salientar, que a metodologia WebQuest é uma estratégia que necessita
da presença do educador como orientador da atividade. Este acompanhamento pode
ocorrer a distância ou presencialmente.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A
estrutura da metodologia WebQuest é composta pelos campos: introdução, tarefa,
processo, avaliação e conclusões. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 3; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Bancos de
WebQuests</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<a href="file:///C:/Users/ALINE/AppData/Local/Temp/msohtmlclip1/01/clip_image001.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Descrição: http://portaldoprofessor.mec.gov.br/storage/discovirtual/aulas/2514/imagens/wq_criador.jpg" border="0" height="250" src="file:///C:%5CUsers%5CALINE%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image001.jpg" width="317" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://www.webquestbrasil.org/criador/" target="_blank"><span style="color: blue;">PHPWEBQUEST<br />
</span><span style="color: blue; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Imagem
capturada de: http://www.webquestbrasil.org/criador/. <b>PhpWebQuest</b>,
ferramenta desenvolvida em software livre, concebida por Antonio Temprano,
utilizada e traduzida para o português pela comunidade EscolaBR, disponível em:
<a href="http://www.webquestbrasil.org/criador/" target="_blank"><span style="color: blue;">http://www.webquestbrasil.org/criador/</span></a>.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">QuestGarden</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> é uma ferramenta de autoria
online de WebQUests, em inglês, desenvolvida pela equipe de Bernie Dodge pode
ser utilizada gratuitamente até trinta dias, com a disponibilização de
WebQuests e rubricas para avaliação. Disponível em: <a href="http://questgarden.com/" target="_blank"><span style="color: blue;">http://questgarden.com</span></a>/</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Webquest</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">, em inglês, é ferramenta online
e gratuita para a criação, disponibilização e pesquisa de WebQuests de seu
próprio acervo. Disponível em: <a href="http://www.zunal.com/" target="_blank"><span style="color: blue;">http://www.zunal.com</span></a>/</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Portal
EDUTEKA</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">, da
Colômbia, que por meio do link projetos de classe possibilita a busca de
WebQuests por disciplina e faixa etária. Disponível em: <a href="http://www.eduteka.org/ProyectosWebquest.php?catx=7&tipox=1" target="_blank"><span style="color: blue;">http://www.eduteka.org/ProyectosWebquest.php?catx=7&tipox=1</span></a>,
possibilita a criação e disponibilização online de WebQuests. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Edutic WQ</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">, é um site desenvolvido e
disponibilizado pela Universidad de Alicante, desde 2003, apresenta ferramenta
que permite publicar, disponibilizar e pesquisar WebQuests. Disponível em: <a href="http://www.edutic.ua.es/visualiza_wq/index.asp" target="_blank"><span style="color: blue;">http://www.edutic.ua.es/visualiza_wq/index.asp</span></a></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;">Metodologia</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Podemos encontrar
WebQuests sobre os vários temas e conteúdos de estudo em Língua Inglesa.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Antes de
cada atividade WebQuest os alunos foram orientados para a realização das
atividades no laboratório de informática. A orientação se deu antes de serem
encaminhados para este espaço, deixando claro quais os objetivos da atividade
que realizariam no Laboratório de Informática, estabelecendo regras para o uso,
bem como, os critérios que serão utilizados para avaliação das atividades
realizadas, previamente. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">As
tarefas da construção das Webquests oportunizam aos alunos assumirem papéis de Investigadores,
Organizadores e Publicitários. Papéis que poderão ser melhor compreendidos se
vivenciarem a elaboração e análise das atividades.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 5; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Recursos
Complementares</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">WebQuestBrasil
– WebQuest na Rede: Disponível em: <a href="http://www.webquestbrasil.org/node/4" target="_blank"><span style="color: blue;">http://www.webquestbrasil.org/node/4</span></a><br />
<br />
MACHADO, S. F. e MENTA, E. A utilização das rubricas em cursos de educação a
distância: uma proposta de avaliação autêntica. XVIII Simpósio Brasileiro de
Informática na Educação. São Paulo, SP: SBIE, 2007. Disponível em: <a href="http://www.sitedaescola.com/downloads/artigo_sbie2007.pdf" target="_blank"><span style="color: blue;">http://www.sitedaescola.com/downloads/artigo_sbie2007.pdf</span></a></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; mso-outline-level: 5; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Avaliação</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A
avaliação nas WebQuests foi realizada por meio de rubricas construídas a partir
de critérios conhecidos pelos alunos antes de executar as tarefas. A qualidade
do produto criado pelos alunos é o foco principal deste, com vistas aos
resultados da avaliação autêntica. Na avaliação autêntica, educador e educando
se veem contemplados desde o momento da elaboração até a análise do produto
final. Neste momento, abre-se espaço para as análises das interações, pesquisa
e descobertas a partir dos critérios de avaliação. (MACHADO e MENTA, 2007).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; text-align: justify;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/03536166820425300994noreply@blogger.com2tag:blogger.com,1999:blog-7494233740948198689.post-19072887687343010842012-08-24T09:50:00.002-07:002012-08-24T09:50:39.022-07:00Atividade 3.2<!--[if gte mso 9]><xml>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Faça uma breve descrição da atividade
que você planeja realizar em um documento no BrOffice. Lembre-se de registrar,
também, as tecnologias e recursos que serão necessários. </span></div>
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4h</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Construção da árvore genealógica no site
(</span><a href="http://www.myheritage.com.br/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://www.myheritage.com.br/</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">)</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Objetivos</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Criar, c</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: -.75pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">ompartilhar
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: -.75pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Desenvolvimento</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: -.75pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">As aulas aconteceram no
laboratório de informática, onde os alunos executaram os objetivos utilizando
as ferramentas tecnológicas: BrOffice, Banco de Imagens, Google e o site onde
construíram a árvore genealógica, interagindo com os colegas e a família.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div class="MsoBodyText" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Recursos</b></div>
<div class="MsoBodyText" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
Laboratório de Informática, sistema operacional
Linux, BrOffice, multimídias, internet.</div>
<div class="MsoBodyText" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Avaliação</b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Criação e postagens da árvore
genealógica no site e construção do texto reflexivo sobre a atividade
desenvolvida (auto avaliação da aprendizagem).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
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<a name='more'></a><b style="mso-bidi-font-weight: normal;">ESCOLA
ESTADUAL VILA RICA</b><br />
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Calibri;"></span></i></b><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Calibri;"></span></i></b><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Calibri;"></span></i></b>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PLANEJAMENTO</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">INTERNET,
HIPERTEXTO E HIPERMÍDIA</span></b></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Calibri;"> </span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DOCENTE</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PATRÍCIA
P. DA SILVA LOPES</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Calibri;">ELÃ BALLIN</span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">TURMAS</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-fareast-font-family: Calibri;">III
CICLO III FASE DO ENSINO FUNDAMENTAL “A e B”</span></b></div>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-fareast-font-family: Calibri;">VILA RICA</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-fareast-font-family: Calibri;">2011</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Atividade
2.6 - Planejando uma atividade com hipertexto ou Internet </span></b></div>
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<br /></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Área: Ciências da Natureza e suas
Tecnologias</span></i></b></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tema:</span></i></b><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> Curso Introdução a Educação Digital
e as TICs</span></i></b></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Duração:
40 horas</span></i></b></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Subtema:
Módulo VIII – Informática e Internet</span></i></b></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Duração: 40 horas</span></i></b></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "";">Carga horária:
80 horas</span></i></b></div>
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<br /></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CONTEÚDOS</span></i></b></div>
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<br /></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Avanço
dos meios de comunicação</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">O
que é a informática</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Desenvolvimento
do computador</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Componentes
de um computador</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Código
binário</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dispositivos
de armazenamento</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Ergonomia
ao utilizar o computador</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Histórico
da internet</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Linguagem
de internet</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Inclusão
digital</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Como
realizar pesquisa na internet</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">A
internet na escola</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tecnologias no cotidiano: desafios
à inclusão digital</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Navegação, pesquisa na Internet e
segurança na rede</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Comunicação mediada pelo
computador: correio eletrônico</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Debate na rede: bate-papo, lista e
fórum de discussão, netiqueta</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Elaboração e edição de textos</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apresentações para nossas aulas</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Criação de blogs</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cooperação e interação em rede</span></i></b></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Solução de problemas com planilhas
eletrônicas</span></i></b></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">FUNDAMENTOS PEDAGÓGICOS</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo7; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Formação
contextualizada significativa que busca envolver o cursista na análise e
solução de problemas/questões que fazem parte de sua vivência.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo7; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Promoção
da autonomia do sujeito.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo7; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Interação
na aprendizagem e construção do conhecimento.</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tecnologias
como meio e não como fim.</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Relação
ação/reflexão/ação constante.</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Ênfase na aplicação prática no
trabalho discente.</span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">OBJETIVO GERAL</span></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Este curso visa a
contribuir para a inclusão digital dos educandos, buscando familiarizá-los,
motivá-los e prepará-los para a utilização significativa de recursos de
computadores (sistema operacional Linux Educacional e softwares livres) e
recursos da Internet, refletindo sobre o impacto dessas tecnologias nos
diversos aspectos da vida, da <span style="mso-bidi-font-weight: bold;">sociedade
e de sua prática diária, principalmente na escola.</span></span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">OBJETIVOS ESPECÍFICOS</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l7 level1 lfo8; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Refletir
sobre o impacto da tecnologia e suas contribuições na vida cotidiana e na
atuação profissional.</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Conhecer
e utilizar o sistema operacional Linux Educacional e outros softwares livres,
distribuídos em conjunto com os computadores do Proinfo, que possam contribuir
para a solução de problemas e propostas pedagógicas mediadas por tecnologias.</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Desenvolver
habilidades necessárias ao manejo do computador e de programas que possibilitem
a elaboração e edição de textos e de apresentações multimídia, a comunicação
interpessoal, interatividade, navegação e pesquisa de informações, produção,
cooperação e publicação de textos na Internet.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l7 level1 lfo8; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: black; font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Refletir
sobre propostas de dinamização da prática pedagógica com os recursos
tecnológicos disponibilizados no computador e Internet.<span style="color: black;">
</span></span></div>
<div class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l7 level1 lfo8; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Conhecer os avanços na comunicação
ao longo do tempo;</span></div>
<div class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l7 level1 lfo8; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Compreender a importância da
informática para a sociedade atual;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Conhecer a origem da internet;</span></div>
<div class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l7 level1 lfo8; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Reconhecer a internet como
importante meio de comunicação, pesquisa e informação;</span></div>
<div class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l7 level1 lfo8; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Criação de e-mails e blogs;</span></div>
<div class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l7 level1 lfo8; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Conhecer alguns cuidados ao utilizar
o computador;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Compreender a iminência da inclusão
digital na sociedade atual.</span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ESTRUTURA E ORGANIZAÇÃO</span></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cada unidade prevê
atividades de aprendizagem, envolvendo conceitos, procedimentos, reflexões e
práticas. Será observado ao longo deste processo formativo:</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Suas
reações, dificuldades e facilidades no decorrer da realização das atividades do
curso;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">As
mudanças que ocorreram em seus hábitos e na prática de sala de aula que tenham
relação com o curso; </span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">As
reações dos alunos a essas mudanças;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">As
trocas de experiência entre os colegas de curso.</span></div>
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<br /></div>
<div align="center" class="ListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">DESENVOLVIMENTO</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Considerando como
tarefa essencial de todos valorizar a diversidade e a diferença que cada um dos
alunos traz em sua bagagem pessoal e as características e condições do contexto
sociocultural e educacional em que atuam, deve-se estimular o compartilhamento,
o diálogo e a cooperação, nesse intuito inicia-se com alguns questionamentos:</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Que
transformações provocam os meios de comunicação integrados aos computadores?</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Quais
os novos modos de aprender?</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Qual
o seu papel ante as tecnologias?</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Como
usar o computador nas atividades escolares? E na vida cotidiana?</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Por
que comunicar-se via Internet, criar blogs e publicar conteúdos?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l3 level1 lfo4; tab-stops: list 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Como
aprender a fazê-lo? O que muda?</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O curso contém atividades
que partem da vivência dos alunos e propõem um processo constante de
ação-reflexão-ação. As atividades serão propostas e acompanhadas pelo professor
formador, encarregado de proporcionar aos cursistas orientações pedagógicas que
lhes permitam resolver os desafios provocados pelo uso do computador,
programas, ferramentas de edição, navegação, apresentação, comunicação,
interação, produção cooperativa e publicação na Internet.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Este curso se propõe a
fazer com que cada um mude a própria postura e o modo como utiliza o
computador, seja como ambiente tecnológico, como ferramenta mental, como
ambiente social na hora de estudar, produzir, comunicar-se, interagir e
trabalhar com os colegas na escola, de forma individual, em grupos e entre
grupos. Proporcionando novos caminhos e modos de atuar que favoreçam um diálogo
com a tecnologia ao promover a inclusão digital. O ideal é que, na comunicação
e interação no curso, predomine uma via de mão dupla entre alunos, e
professores, ampliando as possibilidades de interatividade, trocas de saberes,
negociação compartilhada e cooperação. O resultado enriquecerá a experiência, a
produção e a atuação de todos nós, conectados à Internet ou não.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">RECURSOS</span></b></div>
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<br /></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Giz</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Quadro</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Apostila</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">TV</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">DVD</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Data show</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Laboratório
de Informática</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Sistema Operacional
Linux</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Eproinfo</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Pen drives</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">AVALIAÇÃO</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">“Melhor
que ensinar é levar o outro a aprender” – Anísio Teixeira</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">A
avaliação será processual, continua e cumulativa observando-se a evolução e a
apropriação do conhecimento, do desempenho do aluno no decorrer das atividades
em sala e extraclasse, com prevalência dos aspectos qualitativos sobre os
quantitativos e dos resultados ao longo do período sobre as eventuais provas
finais. Será avaliado: os saberes, as destrezas, as atitudes e o interesse dos
alunos. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Serão
utilizados como procedimentos avaliativos os itens abaixo:</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Observação do crescimento individual
e coletivo dos alunos;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Trabalhos individuais e de grupo;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Síntese de textos;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Produção de textos;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Criação de e-mails e blogs;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Também
será considerado o desenvolvimento de capacidade e atitudes inerentes ao
exercício das atividades, como:</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pontualidade;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Assiduidade;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Envolvimento com colegas e
disciplina;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Participação nas aulas;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Capacidade de análise e síntese;</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ü<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Autonomia nos estudos.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BIBLIOGRAFIA</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Introdução à educação digital: guia do
formador. – Brasília: Ministério da Educação, Secretaria de Educação à
Distância; 2008.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Introdução à educação digital: caderno
de estudo e prática / Beth Bastos ...[et al.] – Brasília: Ministério da
Educação, Secretaria de Educação à Distância; 2008. 268 p.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">FAVALLI</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">, Leonel Delvai; <b style="mso-bidi-font-weight: normal;">PESSOA</b>, Karina Alessandra & <b style="mso-bidi-font-weight: normal;">ANGELO</b>, Elisangela Andrade. Projeto
Radix: Ciências, 9º ano. São Paulo: Scipione, 2009.</span></div>
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<br /></div>
<div class="Pa1" style="line-height: 150%; text-align: justify;">
<span style="color: #00000a; font-family: "Times New Roman","serif";">Sica, Fernando
Cortez. Educação e Informática: um diálogo essencial / Fernando Cortez Sica,
Neide das Graças de Souza Bortolini. – Ouro Preto: Universidade Federal de Ouro
Preto, 2007.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Portal EducaRede: www.educarede.org.br </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Portal Domínio Público:
ttp://www.dominiopublico.gov.br/pesquisa/PesquisaObraForm.jsp </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Rede Interativa Virtual de Educação ( Rived):
http://rived.proinfo.mec.gov.br/ [para pesquisar objetos:
http://www.rived.mec.gov.br/site_objeto_lis.php ]</span></div>
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<br /></div>
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