tag:blogger.com,1999:blog-27687347482706513632024-03-21T11:18:18.304-07:00CONSTRUTORES DA HISTÓRIAPara muitos, a História é apenas uma matéria escolar, para outros um motivo para sair do sofá e ir para um museu, e pior, para muitos é inútil. Mas para mim não, a história sempre estará presente em nossas vidas.Vamos conhecer e viajar um pouco sobre a importância da história e o quanto ela pode ser prazerosa se você tiver um foco diferente.Alguns pintam, outros escrevem, outros tiram fotos ou gravam vídeos.
Blog destinado ao Ensino Fundamental e Médio.
SEJA BEM VINDO!Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.comBlogger89125tag:blogger.com,1999:blog-2768734748270651363.post-89804392614084029662015-05-14T03:46:00.001-07:002015-05-14T03:46:08.259-07:00PME<div class="separator" style="clear: both; text-align: center;">
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<br />Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-36111226920450833772015-05-14T03:45:00.001-07:002015-05-14T03:45:22.183-07:00PME - ATO PÚBLICO<div class="separator" style="clear: both; text-align: center;">
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<br />Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-87227219393665609352015-02-24T04:07:00.002-08:002015-02-24T04:07:17.193-08:008 dicas para economizar água e preservar o planeta<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: 'Arquitecta Regular', serif; font-size: 12pt;"><span style="color: blue;"><b>Pequenas
atitudes adotadas no dia a dia podem fazer muita diferença para o planeta.
Estanislau Maria de Freitas Júnior, do Instituto Akatu, dá dicas de como
promover grandes mudanças com coisas simples.</b></span></span></div>
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<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;">1. Não use a mangueira como vassoura para eliminar a sujeira do quintal
e da calçada.<o:p></o:p></span></div>
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<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;">2. Reduza o tempo do chuveiro aberto para no máximo cinco minutos.
Desligue a água enquanto estiver ensaboando o corpo e o cabelo.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;"> 3. Em dias quentes, ajuste o chuveiro na posição
"verão", que reduz o consumo de energia elétrica.<o:p></o:p></span></div>
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<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;"> 4. Reutilize a água despejada pela máquina de lavar para limpar o
quintal e a calçada.<o:p></o:p></span></div>
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<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;"> 5. Acumule roupas sujas e use a capacidade máxima da máquina de lavar
roupas.<o:p></o:p></span></div>
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<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;"> 6. Feche a torneira enquanto estiver escovando os dentes, lavando roupa
e ensaboando a louça. Enxague toda a louça de uma só vez.<o:p></o:p></span></div>
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<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;"> 7. Elimine vazamentos e conserte torneiras mal ajustadas.<o:p></o:p></span></div>
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<span style="color: #3a3c3b; font-family: "Arquitecta Regular","serif"; font-size: 12.0pt; mso-fareast-language: PT-BR;"> 8. Encaminhe o óleo de cozinha usado para empresas que o
reutilizam para fabricar sabão, biodiesel e produtos químicos. Isso evita a
contaminação da água: cada litro de óleo despejado no ralo contamina até 25 mil
litros de água.<o:p></o:p></span></div>
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<a href="http://mdemulher.abril.com.br/familia/soueu/8-dicas-para-economizar-agua-e-preservar-o-planeta">http://mdemulher.abril.com.br/familia/soueu/8-dicas-para-economizar-agua-e-preservar-o-planeta</a></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-71090469819988668462014-12-12T09:35:00.001-08:002015-10-26T05:35:57.473-07:00JOVENS VEREADORES REALIZAM SESSÃO NA CÂMARA DE FLORESTA AZUL.<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="background: white; color: #141823; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">Alunos do Colégio Estadual Fred Gedeon participaram de Sessão
Ordinária da Câmara de Vereadores de Floresta Azul que aconteceu no dia 08 de
dezembro, onde eles foram JOVENS VEREADORES exercendo o papel de Vereadores apresentando
propostas de indicações e de pedidos de
providências, discussões, dentre outros. </span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
<div style="line-height: 15.3pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="background: white; color: #141823; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">Um projeto idealizado pelo Professor Genivaldo Pereira dos
Santos e alunos do Ensino Médio com o apoio da Câmara de Vereadores, que por
sinal foram bem receptivos à Unidade Escolar.<o:p></o:p></span></div>
<div style="line-height: 15.3pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="background: white; color: #141823; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">A participação dos alunos do 2º ano do Ensino Médio fez Parte
do Projeto “Democracia, Participação e Cidadania: Do ambiente escolar do
Colégio Estadual Fred Gedeon ao convívio social” iniciado no mês de abril na
Unidade Escolar. <o:p></o:p></span></div>
<div style="line-height: 15.3pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="background: white; color: #141823; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">Alunos apresentaram algumas sugestões que foram discutidas
por cada Jovem Vereador e em seguida pelos vereadores da Casa que naquela mesma
oportunidade fizeram o Encerramento do ano com aclamação ao desempenho de cada
Jovem naquela Casa de Leis.<o:p></o:p></span></div>
<div style="line-height: 15.3pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="background: white; color: #141823; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">Vereadores, naquela oportunidade salientaram e frisaram da importância
de aproveitar as indicações e providencias apresentadas pelos Jovens para que
eles pudessem oportunamente reiterarem os pedidos apresentados naquela Sessão
pelos estudantes participantes.<o:p></o:p></span></div>
<div style="line-height: 15.3pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="background: white; color: #141823; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">Uma noite que ficará gravado na história do legislativo e do município
de Floresta Azul, onde fomentou a necessidade dos jovens participarem mais ativamente
do processo de construção do seu município de forma democrática e livre.<o:p></o:p></span></div>
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<span style="color: red;"><b><u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">JOVENS
VEREADORES</span></u></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">:<o:p></o:p></span></span></div>
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<br /></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">ALFEU
GABRIEL - PRESIDENTE<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">ARIEL
PÓLVORA – 2º SECRETÁRIO<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">DAVID
GUILHERME<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">ITHALO
ROCHA - VICE-PRESIDENTE<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">LUCAS
NASCIMENTO<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">6.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">LUCINA
CARVALHO<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">7.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">MARIANE
SILVA<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">8.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">STEFANNY
LARISSA – 1ª SECRETÁRIA<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">9.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">SUZANA
ALVES<o:p></o:p></span></div>
<div style="line-height: 15.3pt; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="background: white; color: #141823; font-family: "Helvetica","sans-serif"; font-size: 11.0pt;">Vejam as propostas apresentadas:<o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="color: red;">INDICAÇÃO
No 001/2014<o:p></o:p></span></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Exmo Sr Presidente da Câmara Municipal de
Floresta Azul/Ba<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">A Vereadora que a este subscreve no uso das
suas atribuições LEGAIS,pede que seja oficializada a Excelentíssima Senhora
Prefeita Municipal,que se digne através dos meios necessários e seja atendido a
seguinte INDICAÇÃO:<o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="color: blue;">Que
fomente e apóie cada vez mais a
AGRICULTURA FAMILIAR em nosso município.</span></span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">JUSTIFICATIVA:<o:p></o:p></span></b></div>
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<br /></div>
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<span style="font-size: 12.0pt;">É notória a importância da agricultura familiar
em Floresta Azul. Visto que possuímos uma associação já em andamento, mas pouco
ajudada, e que ainda precisa de vários reajustes.<o:p></o:p></span></div>
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<span style="font-size: 12.0pt;">Nossa
cidade por motivos pessoais e de agrado a sociedade possui a feira livre aos
domingos, tendo em vista que a nossa feira partilha de comerciantes de outras
localidades (onde a feira acontece aos sábados) compramos nada mais nada menos
do que a sobra dos alimentos e sem contar que não se sabe como cultivado
aqueles alimentos. Se pararmos para pensar o dinheiro de circulação da cidade
“vai todo embora” junto com os comerciantes.
Por isso se encontra a necessidade de ajudarmos os agricultores
familiares da nossa cidade. Para visar lucros para o município e garantir um
alimento de boa qualidade. <o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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<b><span style="font-size: 12.0pt;">Sala das Sessões em 08 de dezembro de
2014.<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-size: 12.0pt; line-height: 115%;">Vereadora Sthephany
Larissa Cordeiro<o:p></o:p></span></b></div>
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<b><span style="font-size: 12.0pt; line-height: 115%;"> Autora</span></b><b><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></b></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="color: red;">PEDIDO
DE PROVIDÊNCIA No 001/2014<o:p></o:p></span></span></b></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Exmo Sr Presidente da Câmara Municipal de
Floresta Azul/Ba<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">O
Vereador que a este subscreve no uso das suas atribuições LEGAIS,pede
que seja oficializada a Excelentíssima Senhora Prefeita Municipal,que se digne
através dos meios necessários e seja atendido a seguinte <b><u>SUGESTÃO DE PEDIDO DE PROVIDÊNCIAS:<o:p></o:p></u></b></span></div>
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<br /></div>
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<b><span style="font-size: 12.0pt; line-height: 115%;"><span style="color: blue;">Reflorestamento das margens do RIO SALGADO para evitar o assoreamento que
assola o leito do nosso rio e da devida coleta sustentável de lixo para
reciclagem para promover o desenvolvimento do nosso município.</span><o:p></o:p></span></b></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">JUSTIFICATIVA:<o:p></o:p></span></b></div>
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<span style="font-size: 12.0pt;">Esta
deve ser a principal prioridade do município de Floresta Azul e seus municípios
circunvizinhos para que ele volte a ser o maravilhoso rio cheio de vida e que
alimentou diversas famílias com a sua diversificação de peixes e crustáceos que
nele habitava. <o:p></o:p></span></div>
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<span style="font-size: 12.0pt;">É
de vital importância o reflorestamento das suas margens para evitar o
assoreamento que assola o leito do nosso rio.<o:p></o:p></span></div>
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<span style="font-size: 12.0pt;">Grandes
são os problemas do crescimento desordenado da nossa cidade as margens do rio
onde todos os esgotos despejam todos os dejetos sem o devido tratamento,
poluindo o meio ambiente e sendo fonte de diversas doenças. <o:p></o:p></span></div>
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<span style="font-size: 12.0pt;">Cidadãos
florestenses, engajem-se nessa luta, unam-se, elejam representantes de seus
bairros, de suas ruas para serem parceiros dessa luta em nome da saúde e do bem
estar de todos. Todos com o mesmo olhar sustentável onde com idéias coletivas
poderemos mudar a nossa cidade.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-size: 12.0pt;">Sala
das Sessões em 08 de dezembro de 2014.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">Vereadora Lucina Carvalho<o:p></o:p></span></b></div>
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<b><span style="font-size: 12.0pt;"> Autora<o:p></o:p></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="color: red;">PEDIDO
DE PROVIDÊNCIA No 002/2014</span><o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Exmo Sr Presidente da Câmara Municipal de
Floresta Azul/Ba<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">O
Vereador que a este subscreve no uso das suas atribuições LEGAIS,pede
que seja oficializada a Excelentíssima Senhora Prefeita Municipal,que se digne
através dos meios necessários e seja atendido a seguinte <b><u>SUGESTÃO DE PEDIDO DE PROVIDÊNCIAS:<o:p></o:p></u></b></span></div>
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<br /></div>
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<b><span style="font-size: 12.0pt; line-height: 115%;">QUE SEJA PROVIDENCIADO
O PLANO DE MELHORIAS NA INFRAESTRUTURA DA ZONA URBANA FLORESTENSE, DE MODO A
PROPORCIONAR MELHORES CONDIÇÕES DE VIDA AOS MORADORES DA CIDADE.<o:p></o:p></span></b></div>
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<b><span style="font-size: 12.0pt; line-height: 115%;">JUSTIFICATIVA:<o:p></o:p></span></b></div>
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<span style="font-size: 12.0pt;">Apresento o
plano de melhorias na infraestrutura da zona urbana florestense, de modo a
proporcionar melhores condições de vida a todos os moradores da cidade. <o:p></o:p></span></div>
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<b><span style="font-size: 12.0pt;">
-Primeira etapa:</span></b><span style="font-size: 12.0pt;"> Organizar a
numeração das casas devido a confusões do serviço dos correios na entrega de
correspondências. Existem muitos casos em que entregas são feitas em endereço
errados, trocas irregulares do numero das casas também são freqüentes, causando
mais transtornos tanto para os moradores como para a agência de entrega dessas
correspondências, os correios. De modo que trago a proposta de reorganizar tais
numerações, de forma crescente e sem repetições, organizando de acordo com as
ruas, gerando uma seqüência numérica. E a parte mais importante desse processo;
a atualização dos dados no sistema de informações da agência dos correios,
criando um mapa fictício da nova e organizada seqüência numérica, e a numeração
organizando rua por rua de forma conveniente para todos. <o:p></o:p></span></div>
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<span style="font-size: 12.0pt;"> -<b>Segunda
etapa:</b> Melhorias no saneamento básico de ruas em situação precária. Bueiros
expostos por toda a cidade precisam de atenção dobrada. Limpeza e selagem de
tais vias de esgoto são fundamentais para que as ruas estejam limpas e a saúde
da população tenha menos risco de ser afetada. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;">Trocar
canos dos esgotos caso estejam danificados e o fechamento de lugares expostos.
Após a melhoria do bueiros, manutenções anuais seriam importantes em toda a
cidade para manter-se livre do mau cheiro, poluição e doenças. Troca de peças
defeituosas, limpeza e consertos são a base para essas manutenções. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;"> -<b>Terceira
etapa:</b> Melhorias nas ruas da cidade. Visto que, para um melhor desempenho
de entregas, é preciso ter ruas que tragam a acessibilidade e mobilidade, é
indispensável um calçamento ou asfaltamento de ruas que estão funcionando com
barro e terra. Mais investimento em áreas como essas melhoraria o funcionamento
e progresso da cidade e até a vida de cada cidadão individualmente. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;">Por
que apresento essa <b><u>INDICAÇÃO</u></b><o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;"> Apresento tal projeto com o intuito de uma
melhor organização da cidade e promover mais conforto aos cidadãos que recebem
correspondências de outros endereços e as suas próprias parando em outros
endereços. A pretensão deste projeto também é dar aos moradores melhores
condições de vida com ruas descentes, livre do mau cheiro que emanam de bueiros
abertos, evitando também doenças e, ruas em condições de ser a estrada diária
de nossos companheiros de cidade. A visão do projeto é melhorar em muitos
sentidos a vida dos moradores.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">Sala das Sessões em 08 de dezembro de 2014.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-size: 12.0pt; line-height: 115%;">Vereador Ithalo Rocha<o:p></o:p></span></b></div>
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<b><span style="font-size: 12.0pt; line-height: 115%;"> Autor<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="color: red;">PEDIDO
DE PROVIDÊNCIA No 003/2014<o:p></o:p></span></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Exmo Sr Presidente da Câmara Municipal de
Floresta Azul/Ba<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">O
Vereador que a este subscreve no uso das suas atribuições LEGAIS,pede
que seja oficializada a Excelentíssima Senhora Prefeita Municipal,que se digne
através dos meios necessários e seja atendido a seguinte <b><u>SUGESTÃO DE PEDIDO DE PROVIDÊNCIAS:<o:p></o:p></u></b></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;">De
acordo com a nossa <b><u>Constituição no
artigo 215</u></b> que dispõe<b><i>:“O Estado garantirá a todos pleno exercício
dos direitos culturais e acesso à fonte da cultura nacional e apoiará e
incentivará a valorização e a difusão das manifestações culturais”</i></b>,
onde deveremos incentivar ou revitalizar locar para a construção e/ou implantação
de um Centro de Cultura.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;">Basicamente
o nosso Centro de Cultura irá ser numa localidade cedida pelo nosso município
ou numa localidade onde já haja um espaço construído, como algumas áreas já
invadidas pela falta de ocupação e abandono dessas localidades. Ou também o
espaço do atual Auditório do antigo CECJAM, que, diga-se de passagem, é um
local já construído e de fácil acesso que precisaria de alguns ajustes para as
praticas de atividades culturais. Benefício que posso pontuar como:<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Facilitar a população o acesso ás
fontes de cultura e do patrimônio histórico do município;<o:p></o:p></span></b></div>
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<b><span style="font-size: 12.0pt;">- Estimular a produção cultural e
artística do município;<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Amparar as diversas expressões
culturais da sociedade florestense;<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Preservar o patrimônio cultural local
e até de outras áreas do nosso país através de atividades culturais e
artísticas.<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;"> E nesse Centro deverá ter aulas de atividades
como:<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Aulas de Capoeira.<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Aulas de Teatro.<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Aulas Musicais (eruditas, instrumental
e de canto).<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Aulas artesanais.<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-size: 12.0pt;">- Aulas de Artes Marciais.<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 12.0pt;">Obs.:
O local poderá ser utilizado para os momentos de palestras, seminários,etc.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 388.8pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">Sala das Sessões em 08 de dezembro de 2014.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-size: 12.0pt; line-height: 115%;">Vereador Alfeu Gabriel.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-size: 12.0pt; line-height: 115%;"> Autor<o:p></o:p></span></b></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-5842221373386125332014-12-04T14:00:00.002-08:002014-12-04T14:00:32.688-08:00Alunos do Colégio Estadual Fred Gedeon participarão de Sessão Ordinária da Câmara de Vereadores de Floresta Azul no dia 08 de dezembro.<br />
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<span style="background-color: white; color: #141823; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 19.3199996948242px;"><div style="text-align: justify;">
<span style="line-height: 19.3199996948242px;">Os alunos do Colégio Estadual Fred Gedeon participarão nesta segunda-feira(08.12.14) da Sessão ordinária da Câmara de Vereadores onde els serão JOVENS VEREADORES exercendo o papel de Vereadores apresentando propostas de projetos, discussões, dentre outros.</span><span style="line-height: 19.3199996948242px;"> </span></div>
</span><span style="background-color: white; color: #141823; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 19.3199996948242px;"><div style="text-align: justify;">
<span style="line-height: 19.3199996948242px;">Um projeto idealizado pelo Professor Genivaldo Pereira dos Santos e alunos do Ensino M</span><span class="text_exposed_show" style="display: inline; line-height: 19.3199996948242px;">édio com o apoio da Câmara de Vereadores, que por sinal foram bem receptivos à Unidade Escolar.</span></div>
</span><span class="text_exposed_show" style="background-color: white; display: inline; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 19.3199996948242px;"><div style="color: #141823; text-align: justify;">
<span style="line-height: 19.3199996948242px;">A participação dos alunos do 2º ano do Ensino Médio faz arte do Projeto “Democracia, Participação e Cidadania: Do ambiente escolar do Colégio Estadual Fred Gedeon ao convívio social” iniciado no mês de abril na Unidade Escolar. Um Projeto onde a Culminância final será a realização da Sessão na Câmara no dia 08 de dezembro, intitulada “JOVEM VEREADOR” onde 9 alunos serão vereadores por uma sessão apresentando matéria,proposta e projetos numa ação de cidadania e de democracia. O jovem inserido no processo de conhecimento do Legislativo Municipal focando a importância do mesmo para a construção de pertencimento e de participação no que se refere aos assuntos que contemplam a comunidade onde cada um deles vivem.</span></div>
<div style="text-align: justify;">
<span style="color: red;"><b><span style="line-height: 19.3199996948242px;">O Projeto tem como OBJETIVO GERAL:</span><span style="line-height: 19.3199996948242px;"> </span></b></span></div>
<div style="color: #141823; text-align: justify;">
<span style="line-height: 19.3199996948242px;">- Despertar nos alunos, o espírito de colaboração, pertencimento, democracia e cidadania a fim de melhorar as condições sociais e físicas da escola e do convívio em sociedade.</span></div>
<div style="text-align: justify;">
<span style="color: red;"><b><span style="line-height: 19.3199996948242px;">E como OBJETIVOS ESPECÍFICOS:</span><span style="line-height: 19.3199996948242px;"> </span></b></span></div>
<div style="color: #141823; text-align: justify;">
<span style="line-height: 19.3199996948242px;">- Instrumentalizar o exercício da cidadania no contexto comunitário, nos aspectos da descentralização, espaços públicos e participação social através de intervenções dos cidadãos nos assuntos inerentes á escola e ao município através dos Grêmios Estudantis e visitas ao Poder Legislativo;</span></div>
<div style="color: #141823; text-align: justify;">
<span style="line-height: 19.3199996948242px;">- Refletir a partir da ideia de lideranças comunitárias a importância do movimento sócio comunitário como espaço de dialogo, de sociabilidade, de coletividade na luta por direitos à participação e intervenção de assuntos desde a sua escola à assuntos da comunidade;</span></div>
<div style="color: #141823; text-align: justify;">
<span style="line-height: 19.3199996948242px;">- Fortalecer as relações comunitárias para o controle social, ampliando o rol de informações nas articulações com outros segmentos da sociedade, em especial os conhecimentos de intervenções e de participações nas questões que envolvam também a Câmara Legislativa;</span></div>
<div style="color: #141823; text-align: justify;">
<span style="line-height: 19.3199996948242px;">- Valorizar a participação social e sua realidade local na gestão democrática;</span></div>
<div style="color: #141823; text-align: justify;">
<span style="line-height: 19.3199996948242px;">- Formar agentes multiplicadores no exercício democrático da cidadania.</span></div>
</span>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-59797910185950289922014-11-18T06:37:00.002-08:002014-11-18T06:37:46.016-08:00Alunos do Colégio Estadual Fred Gedeon participam de Sessão Ordinária da Câmara de Vereadores de Floresta Azul.<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 14.0pt; line-height: 115%;">Os alunos do Colégio Estadual Fred
Gedeon participaram nesta segunda-feira(17.11.14) da Sessão ordinária da Câmara
de Vereadores onde puderam assistir das discussões das matérias em pauta da
referida Sessão. Foi um momento ímpar na vida dos estudantes, uma vez que puderam
conhecer como se realiza e transcorre uma Sessão Legislativa, já que muitos não
a conheciam como funcionava uma Sessão. Um projeto idealizado pelo Professor
Genivaldo Pereira dos Santos e alunos do Ensino Médio com o apoio da Câmara de
Vereadores, que por sinal foram bem receptivos à Unidade Escolar.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14.0pt;">A
participação dos alunos do 2º e 3º ano do Ensino Médio faz arte do Projeto “<i>Democracia, Participação e Cidadania: Do
ambiente escolar do Colégio Estadual Fred Gedeon ao convívio social” </i>iniciado
no mês de abril na Unidade Escolar. Um Projeto onde a Culminância final será a
realização de uma Sessão na Câmara no dia 08 de dezembro, intitulada “JOVEM VEREADOR” onde 9 alunos
serão vereadores por uma sessão apresentando matéria,proposta e projetos numa
ação de cidadania e de democracia. O jovem inserido no processo de conhecimento
do Legislativo Municipal focando a importância do mesmo para a construção de
pertencimento e de participação no que se refere aos assuntos que contemplam a
comunidade onde cada um deles vivem.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="color: red;"><span style="font-size: 14pt; line-height: 115%; text-indent: 35.4pt;">O Projeto tem como </span><b style="font-size: 14pt; line-height: 115%; text-indent: 35.4pt;">OBJETIVO GERAL:</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-size: 14.0pt; line-height: 115%;">- </span></b><span style="font-size: 14.0pt; line-height: 115%;">Despertar nos alunos, o espírito de
colaboração, pertencimento, democracia e cidadania a fim de melhorar as
condições sociais e físicas da escola e do convívio em sociedade.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: red;"><span style="font-size: 14pt; line-height: 115%; text-indent: 35.4pt;">E como</span><span style="font-size: 14pt; line-height: 115%; text-indent: 35.4pt;"> </span></span><b style="font-size: 14pt; line-height: 115%; text-indent: 35.4pt;"><span style="color: red;">OBJETIVOS
ESPECÍFICOS: </span> </b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14.0pt;">-
Instrumentalizar o exercício da cidadania no contexto comunitário, nos aspectos
da descentralização, espaços públicos e participação social através de
intervenções dos cidadãos nos assuntos inerentes á escola e ao município
através dos Grêmios Estudantis e visitas ao Poder Legislativo;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14.0pt;">-
Refletir a partir da ideia de lideranças comunitárias a importância do
movimento sócio comunitário como espaço de dialogo, de sociabilidade, de
coletividade na luta por direitos à participação e intervenção de assuntos
desde a sua escola à assuntos da comunidade;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14.0pt;">-
Fortalecer as relações comunitárias para o controle social, ampliando o rol de informações
nas articulações com outros segmentos da sociedade, em especial os
conhecimentos de intervenções e de participações nas questões que envolvam
também a Câmara Legislativa;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14.0pt;">-
Valorizar a participação social e sua realidade local na gestão democrática;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-size: 14.0pt;">-
Formar agentes multiplicadores no exercício democrático da cidadania.<o:p></o:p></span></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-2993600759794307412014-09-12T18:35:00.000-07:002015-10-18T08:10:38.274-07:00Democracia, Participação e Cidadania: Do ambiente escolar do Colégio Estadual Fred Gedeon ao convívio social.<div dir="ltr" style="text-align: left;" trbidi="on">
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<i>“Cada um de nós compõe<o:p></o:p></i></div>
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<i>A sua própria história.<o:p></o:p></i></div>
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<i>E cada ser em si<o:p></o:p></i></div>
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<i>Carrega o Dom de ser capaz,<o:p></o:p></i></div>
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<i>De ser feliz”.<o:p></o:p></i></div>
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<b>Renato Teixeira/Almir Sater<o:p></o:p></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Educação para a
DEMOCRACIA<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Genivaldo
Pereira dos Santos<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Tutora:</span></b><span style="font-size: 12.0pt;"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">ANA PAULA FARIA
E SILVA<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Apresentação e
Diagnóstico<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.1.</span><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Título
do Projeto: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
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<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Democracia, Participação e Cidadania: Do ambiente
escolar do Colégio Estadual Fred Gedeon ao convívio social.<o:p></o:p></span></i></b></div>
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<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.2.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Descrição da Escola<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
Projeto será desenvolvido no Colégio Estadual Fred Gedeon de Floresta Azul –
Bahia, situado à Rua Wandick Badaró, 20.<o:p></o:p></span></div>
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<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">A Escola recebeu este nome em homenagem ao agricultor Fred Eidi Gedeon,
que lutou muito pelo engrandecimento da região, principalmente concernente à
produção do cacau. Os primeiros professores da Escola Estadual Fred Gedeon
foram Balbina Andrade e Maria Emília dos Santos. A delegada de Educação (na
época) era a professora Vanda Martins Araújo.<o:p></o:p></span></strong></div>
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<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">A Escola funciona nos três turnos com aproximadamente 600 alunos na sua
composição discente.</span></strong><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">No ato da sua Criação, a escola
funcionava com três(03) salas, uma (01) secretaria ,uma(01) cozinha para
preparação da merenda,um(01) depósito,uma(01)espaço de lazer no centro da
escola(sem cobertura) e quatro(04) banheiros. Quando foi inaugurada a escola,
funcionava com o ensino Fundamental Nível. Logo depois, no ano de 1994 foi que
a referida escola foi autorizada para que incluísse o ensino Fundamental Nível
II e em seguida o Ensino Médio. Hoje a escola funciona com o ensino Fundamental
nível II e o Ensino Médio nos turnos Matutino, Vespertino e Noturno.</span></strong><strong><span style="font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></strong></div>
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<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">A filosofia da Escola Estadual Fred Gedeon tem embasamento na construção
do “homem como um todo”, apto para interagir na sociedade como um sujeito
construtor da sua própria origem através da análise crítico e reflexivo, da
criatividade e da interação com seu dia-a-dia, para assim transformá-lo
assegurando-lhe o direito do exercício enquanto cidadão.<o:p></o:p></span></strong></div>
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<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">Oferece além do trabalho educativo e pedagógico focado numa missão da
formação cidadã e da qualidade, alguns projetos como: Projeto Cantar, Projeto
Olhares, FACE, TAL, e AVE (Projetos Estruturantes da Rede Estadual), Dia da
Amizade, Gincana Cultural do Estudante, além de encontros regulares com os pais
e co9munidade onde discutem temas relacionados à vida escolar dos alunos e das
metodologias aplicadas pela Unidade Escolar.<o:p></o:p></span></strong></div>
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<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">A Escola possui 16 profissionais efetivos da Rede estadual e mais 16 que
são da Rede Municipal (uma parceria que o estado tem com o Município).</span></strong><strong><span style="font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></strong></div>
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<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">Atualmente, a Escola Estadual Fred Gedeon se apresenta com a seguinte
estrutura física: 06 salas de aula forradas, com cerâmica, janelas, bem
arejadas e três ventiladores, 01 laboratório de informática com 10 computadores,
01 sala de professores, 01 sala para direção; 01 secretaria, 01 almoxarifado
(material didático e de limpeza); 01 cozinha com dependência para guardar
materiais de cozinha; 04 banheiros; 01 pátio interno sem cobertura e uma área
aberta coberta próxima às salas de aula, o colégio possui uma boa base de
retelhamento, muros em toda sua estruturação, reservatórios de água, 01 cantina
e 01 refeitório coberto.</span></strong><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></b></div>
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<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.3.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Justificativa<o:p></o:p></span></b></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Ainda deparamos com uma sociedade distante dos assuntos que
envolvem o papel do indivíduo nos assuntos de cunho democrático e participativo
nos assuntos de cidadania. Envolvimentos distantes que culminam num certo
distanciamento de cada um e que, sabendo de tanta falta de envolvimento da comunidade na
melhoria das condições da realidade
escolar e sentindo neles boa vontade, vê-se necessário poder trabalhar
esse tema, com o propósito de
solucionar, fomentar e estimular o envolvimento tanto para alcançar
objetivo pedagógico, quanto para ampliar
a qualidade da estrutura física da escola, onde a promoção do ambiente cooperativo de amor, solidariedade e participação leva a todos os
atores sociais da ação educativa a preocupação com a formação do educando –
algo crucial que não deve ser esquecido. Considerações que perpassam aos
questionamentos tais como: Quais são os valores e práticas que podemos
considerar relevantes em nossa sociedade e que, portanto, devem estar presentes
na formação de nossos alunos e alunas? Por isso, <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif";">Temos de ver que a democracia
significa a crença de que deve prevalecer a cultura humanística; devemos ser
francos e claros em nosso reconhecimento de que a proposição é uma proposição
moral, como qualquer idéia referente a dever ser... A democracia se expressa
nas atividades dos seres humanos e se mede pelas consequências produzidas em
suas vidas. (Dewey, 1970:212-213).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif";">A Escola Estadual Fred Gedeon
tendo como missão a formação para a cidadania envolvendo a participação desse
cidadão nos atos de construções democráticas, onde todos possam se envolver e
construir alicerces para a construção de um ambiente escolar e de uma sociedade
plural e onde ao mesmo tempo todos possam ampliar de forma progressiva as suas
intervenções proporcionando um engajamento coletivo para que os atores sociais
possam ser construtores de uma história para novas gerações num país onde estas condições, por si só, já constituem
pautas para a luta, uma vez que
ainda não estão incorporadas na prática
política dos atores nem na cultura da sociedade. Logo,<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif";">Nos países em que a cidadania se
desenvolveu com mais rapidez, inclusive na Inglaterra, por uma razão ou outra a
educação popular foi introduzida. Foi ela que permitiu às pessoas tomarem
conhecimento de seus direitos e se organizarem para lutar por eles. A ausência
de uma população educada tem sido sempre um dos principais obstáculos à
construção da cidadania civil e política. (Carvalho, 2002: p. 11).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif";">Por isso, vale a pena participar
e acreditar no papel coletivo da escola pois a ela, compete, instruir os atores
sociais quanto ao respeito pela diversidade e especificidade de cada cidadão,
tornando-se um princípio fundamental para a vida em sociedade. Logo, a escola
vem oferecer aos alunos, meios efetivos, para que adotem posturas pessoais e
comportamentos sociais que lhes permitam viver numa relação construtiva consigo
mesmo, com a comunidade escolar.<o:p></o:p></span></div>
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<br /></div>
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<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.4.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Diagnóstico<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">"Nenhum
ser humano nasce com impulsos agressivos ou hostis e nenhum se torna agressivo
ou hostil sem aprendê-lo”. Ashley Montagu.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ser
cidadão é ter acesso à decisão política, é ser um possível governante, um homem
político. Ter direito não apenas a eleger representantes, mas a participar
diretamente na condução dos negócios da cidade. Na Antiguidade, o homem era um
ser sem direitos, por oposição ao cidadão. Na era moderna, o homem é sujeito de
direitos não apenas como cidadão, mas também como homem.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Por
isso que a optei pelo tema, pois se observa que muitas vezes tem se observado
nas escolas, alguns distúrbios disciplinares, a violência e o autoritarismo nas
relações interpessoais e que são alguns dos
maiores problemas pedagógicos e sociais da atualidade e vêm comprometendo a
busca por uma educação de qualidade( não é bem o caso generalizado da minha
escola). Mas são fenômenos complexos que solicitam, para seu enfrentamento,
disposição e preparo para buscar caminhos não autoritários. Percebem-se algumas
atitudes autoritárias antidemocráticas e anticidadãs, prejudicando as relações
entre os pares e também a preservação patrimonial da Unidade Escolar. A escola
é bem estruturada, onde são ofertadas desde a merenda escolar até ao zelo e
preocupação da equipe gestora em deixa-la cada vez mais equipada, limpa e com
bases na liberdade e participação de todos com uma autonomia democrática. A
realidade dos alunos é bem diversificada, desde aqueles que residem na zona
rural e na zona urbana, com dificuldades por parte de alguns numa boa alimentação
familiar, pois existe uma parcela de alunos de famílias carentes. Todos os anos
a escola sempre foca em projetos e atividades que abordam a participação cidadã
de cada um na transformação do seu espaço, através de palestras, gincanas
culturais, apoio a um grupo de teatro do município onde alguns alunos
participam, e também os projetos estruturantes do Governo do estado que envolve
a música, a poesia, a pintura, etc. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Os
recursos físicos são bons. Os recursos financeiros não são o bastante para que
se faça algo com maior profundidade e investimento no que se pretende fazer.
Mas a escola sempre tem buscado parceiros na comunidade para apadrinhar os
eventos estruturados. Os recursos humanos são bons, uma vez que participam da
melhor forma possível criando sempre novas propostas de realização de
atividades onde envolvam os alunos de forma direta e responsável.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Enfrentar
esses fenômenos exige dos profissionais da educação uma nova postura,
democrática e dialógica, que entenda os alunos e as alunas não mais como
sujeitos passivos ou como adversários que devam ser vencidos e dominados, pois
tal modelo vem demonstrando que não funciona em uma sociedade que se pretende
democrática. O caminho está no reconhecimento dos estudantes como possíveis
parceiros de uma caminhada política e humana que almeja a construção de uma
sociedade mais justa, solidária e feliz. Onde haveremos de buscar respostas
para: Por que democracia na escola? Como educar para e pela cidadania e
democracia no contexto escolar? Como o Estado pode contribuir para a gestão
democrática? E também tentar buscar os princípios de convivência em uma
perspectiva democrática e cidadã: onde cuidar do ambiente e das relações humanas
no processo educacional seja fator de inserção participativa, democrática e
cidadã no dia a dia de cada um.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.5.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Público Alvo<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNoSpacing">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Alunos
do Ensino Fundamental II e Ensino Médio.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.6.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Resultados Esperados<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A
avaliação será individual e coletiva, observando a participação ativa dos
alunos durante todo o processo de desenvolvimento do projeto.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
trabalho será avaliado durante toda a execução do projeto de acordo com cada
atividade desenvolvida, verificando-se o interesse e a participação dos alunos
em atividades individuais ou coletivas. Serão observados também, o interesse do
aluno, sua organização, e responsabilidade no cumprimento de suas tarefas e
possíveis mudanças comportamentais e atitudinais. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Observações
nas atividades realizadas em sala de aula e, posteriormente no seio da
comunidade, esperando que as atitudes possam ser de agentes democráticos com
foco cidadão e participativo, sejam nas atividades escolares, sejam no
relacionamento de grupos no seu meio social.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Considero
que outros resultados podem ser apontados como: a promoção do protagonismo e a
elevação da autoestima dos cidadãos no que se refere a temática democracia e
cidadania, a abertura de espaço para debates sobre as necessidades da população
jovem na comunidade, o despertar para a realidade local a partir da construção
dos diagnósticos das intervenções realizadas.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">OBJETIVO GERAL:<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Despertar nos alunos, o espírito de colaboração, pertencimento, democracia e cidadania
a fim de melhorar as condições sociais e físicas da escola e do convívio em
sociedade.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">OBJETIVOS ESPECÍFICOS:<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Instrumentalizar o exercício da cidadania no contexto comunitário, nos aspectos
da descentralização, espaços públicos e participação social através de
intervenções dos cidadãos nos assuntos inerentes á escola e ao município
através dos Grêmios Estudantis e visitas ao Poder Legislativo;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Refletir a partir da ideia de lideranças comunitárias a importância do
movimento sócio comunitário como espaço de dialogo, de sociabilidade, de
coletividade na luta por direitos à participação e intervenção de assuntos
desde a sua escola à assuntos da comunidade;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Fortalecer as relações comunitárias para o controle social, ampliando o rol de informações
nas articulações com outros segmentos da sociedade, em especial os
conhecimentos de intervenções e de participações nas questões que envolvam
também a Câmara Legislativa;<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Valorizar a participação social e sua realidade local na gestão democrática;<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Formar agentes multiplicadores no exercício democrático da cidadania.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">METODOLOGIA:<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O objetivo proposto será alcançado
de forma a ser feita a partir de um trabalho coletivo envolvendo os seguintes conteúdos:
<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Por que democracia na escola?<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Como educar para e pela cidadania e democracia no contexto escolar?<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Como o Estado pode contribuir para a gestão democrática?<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
A leitura do mundo como momento fundamental no processo de formação para e pela
cidadania e democracia.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Os princípios de convivência em uma perspectiva democrática e cidadã: cuidar do
ambiente e das relações humanas no processo educacional.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Envolvendo
todos os protagonistas da educação numa dinâmica onde utilizaremos de algumas
metodologias dentro dos conteúdos elucidados. Essas ações serão assim
envolvidas:<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Apreciação e discussão do projeto <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Composição da equipe responsável pelo projeto.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Preparação das etapas do Projeto com os alunos.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Problematização (leituras diversificadas a respeito de temas que abordam
Cidadania e Democracia)<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Contextualização (Mostra de filme e/ou documentários a respeito do tema).<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Pesquisa em grupos (pesquisa de campo, roda de conversa);<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Produção em grupo (produção escrita e desenhos);<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Exposição dos resultados (montagem de painéis, mural, encenação, apresentação
de vídeos);<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Avaliação coletiva (reflexão sobre o resultado e a participação de cada
elemento do grupo).<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Implementação<o:p></o:p></span></b></div>
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<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O que?<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Onde?<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Quando?<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Quem?<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Recursos.<o:p></o:p></span></b></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Apreciação e discussão do projeto.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">No Colégio Estadual Fred Gedeon<o:p></o:p></span></div>
</td>
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<span style="font-family: "Times New Roman","serif";">Agosto de 2014<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif";">Professor Genivaldo e alunos<o:p></o:p></span></div>
</td>
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<br /></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Composição da equipe
responsável pelo projeto.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Nas salas de aula (Escola).<o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Agosto de 2014<o:p></o:p></span></div>
</td>
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<span style="font-family: "Times New Roman","serif";">Professor Genivaldo,Gestão
Escolar e Orientador do Pacto do Ensino Médio.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Preparação das etapas do
Projeto com os alunos.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">No Colégio<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Agosto de 2014<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Professor Genivaldo e alunos<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">1ª Etapa: Por que democracia na
escola?<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Sala de aula.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Agosto de 2014<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Todos os professores da U.E.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Livros, Computador,Monitor
Educacional, Vídeos sobre o tema,DVD,folhas de ofício e máquina fotográfica.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">2ª Etapa: Como educar para e
pela cidadania e democracia no contexto escolar?<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Sala de aula.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Agosto de 2014<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Todos os professores da U.E.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Livros, Computador, Monitor Educacional,
Filmes, DVD, Máquina Digital<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">3ª Etapa: Como o Estado pode
contribuir para a gestão democrática?<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Sala de aula.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Setembro de 2014<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Todos os professores da U.E.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Livros, Computador,Monitor
Educacional,Filmes,DVD,Filmes, Máquina Digital.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">4ª Etapa: A leitura do mundo
como momento fundamental no processo de formação para e pela cidadania e
democracia.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">5ª Etapa:Visita à Câmara de
Vereadores. Assistir a uma Sessão Plenária.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Sala de aula.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Câmara de Vereadores<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Setembro de 2014<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Outubro de 2014<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Todos os professores da U.E.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Professores da U.E,.,Gestores,
alunos e Vereadores.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Livros, Computador, Monitor
Educacional, Filmes, DVD, Máquina Digital<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">6ª
Etapa: Os princípios de convivência em uma perspectiva democrática e cidadã:
cuidar do ambiente e das relações humanas no processo educacional.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sala
de aula.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setembro
de 2014<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Todos
os professores da U.E.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Livros,
Computador, Monitor Educacional, Filmes, DVD, Máquina Digital<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">7ª
Etapa: Mini Plenária na Câmara de Vereadores. Alunos serão vereadores por uma
Sessão Legislativa.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Câmara
Legislativa Municipal de Vereadores<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Outubro
de 2014<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da U.E.,Gestores , alunos,Vereadores,Comunidade<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 133.0pt;" valign="top" width="177"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Exposição
dos resultados (Culminância)<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No
Colégio ( Área de apresentações).<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Espaço
público da cidade.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Agosto
de 2013<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Todos
os professores da U.E. e Equipe Gestora.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 120.5pt;" valign="top" width="161"><div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Papel
Madeira,Cartolinas,Máquina Digital, Folhas de ofício, etc.<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Parcerias<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
trabalho será feito com a colaboração de toda a equipe gestora, professores e
alunos da Unidade Escolar, bem como com parcerias com entidades comerciais,
Câmara Legislativa e Escolas de Ensino Fundamental II e Médio do Município.<o:p></o:p></span></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%;">Avaliação<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
projeto será avaliado a partir da observação, participação, interesse e
desempenho dos alunos nas atividades desenvolvidas ao longo das etapas e das
intervenções realizadas.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Alunos
deverão apresentar ao longo do projeto, relatos das atividades desenvolvidas,
bem como os resultados obtidos ao longo das atividades, discussões e visitas
realizadas.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Será
também observada a conclusão das atividades realizadas pelos alunos através de
vídeos, dramatizações, músicas, monólogos, etc, demonstrando através das
expressões artísticas os resultados obtidos.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Referências bibliográficas<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CARVALHO,
José Murilo de. Cidadania no Brasil. O longo Caminho. 3ª ed. Rio de Janeiro:
Civilização Brasileira, 2002.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DEWEY,
John. Liberalismo, liberdade e Cultura. São Paulo: Companhia Editora Nacional,
1970.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Publicação em 12 de setembro de 2014.</span></b></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-59837767705807529222014-08-08T05:48:00.003-07:002014-08-08T05:48:55.838-07:00PROJETO OLHARES V - TEMA: Sou Índio, sou raça, sou Brasil.<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">PROJETO OLHARES V<o:p></o:p></span></u></b></div>
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<br /></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">TEMA: Sou Índio, sou raça, sou Brasil.<o:p></o:p></span></b></div>
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<br /></div>
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<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">DADOS DE
INDENTIFICAÇÃO<o:p></o:p></span></u></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><br />
ESCOLA: Colégio Estadual Fred Gedeon<br />
NÍVEL DE ENSINO: Fundamental II e Ensino Médio<br />
SÉRIE: 9º Ano ao 3º Ano do Ensino Médio<br />
DISCIPLINAS ENVOLVIDAS- Artes, Língua Portuguesa, História, Geografia,
Ciências/Biologia, Redação)<br />
DURAÇÃO DO PROJETO: Abril a Novembro</span></b><b style="text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"> </span></b></div>
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<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">Introdução<o:p></o:p></span></u></b></div>
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<span style="font-family: Arial, sans-serif; font-size: 14pt;">A presença dos índios no
território brasileiro é muito anterior ao processo de ocupação estabelecido
pelos exploradores europeus que aportaram em nossas terras. Segundo os dados
presentes em algumas estimativas, a população indígena brasileira variava entre
três e cinco milhões de habitantes. Entre essa vasta população, observamos o
desenvolvimento de civilizações heterogêneas entre as quais podemos citar os
xavantes, caraíbas, tupis, jês e guaranis.<br />
<br />
Geralmente, o acesso às informações sobre essas populações são bastante
restritas. A falta de fontes escritas e o próprio processo de dizimação dessas
culturas acabaram limitando as possibilidades de estudo das mesmas. Em geral, o
maior contato desenvolvido entre índios e europeus aconteceu nas faixas
litorâneas do nosso território, onde predominam os povos indígenas pertencentes
ao grupo tupi-guarani. Apesar das várias generalizações, relatos do século XVI
esclarecem alguns hábitos desse povo.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 14pt;">Sob o ponto de vista político,
essas comunidades não contavam com nenhum tipo de organização estatal ou
hierarquia política que pudesse distinguir seus integrantes.</span><b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></b></div>
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<span style="font-family: Arial, sans-serif; font-size: 14pt;">A realização das tarefas cotidianas
poderia variar segundo o gênero e a idade de cada um dos integrantes da aldeia.
Em suma, as mulheres tinham a obrigação de desenvolver as atividades agrícolas,
fabricar peças artesanais, processar os alimentos e cuidar dos menores. Já os
homens deveriam realizar o preparo das terras e as atividades de caça e pesca.
Tendo outro modelo de organização familiar, os índios organizavam casamentos e,
em algumas situações, a poligamia era aceita.<br />
<br />
No campo religioso, alguns desses povos acreditavam na existência dos
espíritos, na reencarnação dos seus antepassados e na compreensão dos fenômenos
naturais como divindades. Em diversas situações, esse corolário de crenças era
fonte de explicação para a origem do mundo ou a ocorrência de algum evento
significativo. Em alguns casos, os índios praticavam a antropofagia como um
importante ritual em que os guerreiros da tribo absorviam a força e as
habilidades dos inimigos capturados.</span><b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></b></div>
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<span style="background: white; font-family: Arial, sans-serif; font-size: 14pt;">A partir daí, a <span class="apple-converted-space"> </span><strong><span style="font-family: "Arial","sans-serif";">lei
11.645</span></strong><span class="apple-converted-space"> </span>acrescentou
a obrigatoriedade do ensino da cultura e história indígena à lei 10.639, de
2003, responsável por inserir a história afro-brasileira e africana nos<span class="apple-converted-space"><b> </b></span><strong><span style="font-family: "Arial","sans-serif";">currículos escolares</span></strong>. A intenção é fazer
com que as questões<span class="apple-converted-space"> </span><strong><span style="font-family: "Arial","sans-serif";">indígenas e afro-brasileiras</span></strong><span class="apple-converted-space"><b> </b></span>sejam abordadas em disciplinas
como E<strong><span style="font-family: "Arial","sans-serif";">ducação Artística,
Literatura e, claro, História do Brasil</span></strong>.<span class="apple-converted-space"> </span></span><span style="font-family: Arial, sans-serif; font-size: 14pt;"><br />
<br />
<span style="background: white;">Sabendo da existência e da importância da lei
11.645, vale ficar de olho no que as instituições de ensino estão fazendo para
cumpri-la.<o:p></o:p></span></span></div>
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<br /></div>
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<b><u><span style="background: white; font-family: "Arial","sans-serif"; font-size: 14.0pt;">E PORQUE A LEI 11.645
É RELEVANTE?<o:p></o:p></span></u></b></div>
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<span style="background: white; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Por que ela mostra a
importância dos indígenas para a construção da identidade brasileira. Apesar
serem hoje poucos no país, os indígenas influenciaram - e muito - a cultura de
todos os brasileiros. "Ninguém vive isolado absolutamente, fechado entre
muros de uma fortaleza. Em qualquer caso, os povos se influenciam
mutuamente", diz o professor José Ribamar Bessa Freire, coordenador do
Programa de Estudos dos Povos Indígenas da Faculdade de Educação da
Universidade do Estado do Rio de Janeiro, sobre a chamada interculturalidade
brasileira. E o que é a interculturalidade? É justamente o resultado da relação
entre culturas, como aconteceu no Brasil entre os indígenas, os africanos e os
europeus.</span><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
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<br /></div>
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<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">Justificativa<o:p></o:p></span></u></b></div>
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<span style="background: white; font-family: Arial, sans-serif; font-size: 14pt;">Os povos indígenas têm grande importância para a
história do Brasil, por terem manejado os recursos naturais de maneira branda,
ou seja, por mais que não fossem “naturalmente ecologistas”, trataram o meio
ambiente de forma que não fosse afetado. Apesar de sua importância, os mesmo
ainda são discriminados pela sociedade e ainda lutam pelo direito de morar em
suas terras, conhecido como processo de demarcação.</span><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 14pt;">Segundo os estudos da <b><i>Escola Vesper:</i></b><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 14pt;">“ <i>O encontro de raças
caracterizou-se por um grande massacre não só de vidas, mas de uma belíssima
cultura. Extinguiu-se línguas, mitos, costumes, conhecimentos, técnicas e
artefatos. Sem dúvida um patrimônio cultural que jamais será recuperado. Na
realidade podemos afirmar que desde a chegada dos portugueses no Brasil até os
dias de hoje, tem havido uma luta constante contra o índio. Luta na qual só
existe um ganhador. A vitória é daquele que se julga civilizado.”</i><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: 12.7pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Nota-se que em certas localidades onde há pouca aproximação e contato
com as tribos, os tribos são enaltecidos. E quando há um grande contato
os índios , a sociedade é pouca valorizada, e muitas vezes, desprezada pela
sociedade urbana.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: 12.7pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Faz-se necessário a compreensão de que os índios abrangem populações
muito diferentes entre si, que a categoria não se define somente por oposição
aos brancos ou como um grupo homogêneo. É necessário entendê-los e respeitá-los.
Suas organizações são diferenciadas do ponto de vista de costumes,
organização, estruturas habitacionais, línguas, porte físico e vários outros
aspectos. Enfim é necessário compreender estas diferenças, conhecê-los a fundo
para buscar as soluções que garantam sua prosperidade futura e assegurem-lhe o
direito de viver de acordo com seus costumes.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">E mais ainda, através desse projeto iremos:<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Analisar aspectos do “encontro de culturas”
protagonizado por portugueses e nativos brasileiros.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Compreender mudanças na cultura nativa
surgidas pela exploração de pau-brasil e pela convivência com os missionários
jesuítas. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Respeitar a forma de viver, os valores e as
necessidades dos povos indígenas.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">Estratégias</span></u></b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></u></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Pesquisa
e apresentação/discussão sobre a história dos povos Indígenas.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Criação
de maquetes e reprodução de obras referentes ao tema em questão.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Conhecimento
e confecção de artes da cultura indígena.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Demonstração
do variados tipos de coreografias do povo indígena.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Demonstração
dos <span style="background: white; mso-bidi-font-weight: bold;">costumes, hábitos
alimentares, palavras, lendas e crenças.<o:p></o:p></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background: white; font-family: Arial, sans-serif; font-size: 14pt;">Pesquisar os principais alimentos e culinária
dos índios.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Apresentação
de peças teatrais sobre o tema.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Apresentação de
vídeo sobre os povos indígenas.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">Análise dos aspectos do encontro
de culturas que foi prortagonizado por portugueses e nativos.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">Objetivo Geral:<o:p></o:p></span></u></b></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Promover uma discussão acerca da
diversidade étnica, social e cultural no Brasil.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;"> -Perceber a formação social de um grupo, seus
hábitos e sua integração com o mundo que o cerca. A relação do homem com o seu
habitat, com seu grupo, utilizando dos recursos de que dispõe para a sua
sobrevivência.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Compreender as relações de tempo,
espaço e cultura e sua influência na identidade social do povo brasileiro.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">OBJETIVOS ESPECÍFICOS:</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Levar o grupo a uma reflexão sobre o
“diferente” e o “igual”.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Levantar questões comportamentais
pertinentes à diversidade social e cultural no Brasil.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Perceber que faz parte deste
contexto social e que carrega heranças desta diversidade.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Mostrar como os povos indígenas viviam,
vivem e como produzem sua arte;<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Dar ao aluno, a possibilidade de
vivenciar e experimentar, as etapas de construção do grafismo indígena de forma
a concretizar o estudo e contextualizar a produção artística;<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Produzir artes indígenas: grafismo do
corpo e cerâmica; trançados.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Valorizar as manifestações artísticas
dos indígenas brasileiros<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Perceber a identidade indígena como
parte integrante e formadora do povo brasileiro<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;">- Compreender a expressão das
manifestações culturais das tribos indígenas e sua função<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">CRONOGRAMA DE
ATIVIDADES</span></u></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">1º MOMENTO: </span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;">Pesquisar e apresentar e/ou discutir sobre a
história dos povos Indígenas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">2º MOMENTO: Assistir o vídeo
sobre “O povo Brasileiro” de Darcy Ribeiro para discussão sobre os
índios de hoje e ontem.<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">3º MOMENTO: Pesquisar e </span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;">Conhecer sobre as
artes da cultura indígena.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">4º MOMENTO</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;">: Pesquisar e fazer demonstração de alimentos e
culinária indígena<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">5º MOMENTO</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;">: Pesquisar e Demonstração dos <span style="background: white; mso-bidi-font-weight: bold;">costumes, hábitos
alimentares, palavras, lendas e crenças.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">6º MOMENTO: Arte indígena: Grafismo
corporal e cerâmica; Produção de grafismo. Origem da tintura.</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">7º MOMENTO: Lendas indígenas:
Leitura e representação e produção textual.</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">8º MOMENTO: Arte indígena: Trançados e
tecelagem.</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">9º MOMENTO: Música e dança indígena
.Vídeo da dança, onde farão uma apresentação de coreografia. </span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">10º MOMENTO: Reprodução dos grafismos
em telha ou jarros de barro.</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: Arial, sans-serif; font-size: 14pt;">11º MOMENTO: Exposição e apresentação no
PROJETO ( Culminância – Mês de Novembro).</span></b><span style="font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">DISPOSIÇÃO DOS GRUPOS:<o:p></o:p></span></u></b></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">A História dos
índios: antes da Chegada dos portugueses. Como viviam? <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">A História dos
índios: Como vivem atualmente? Lutas e desafios.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">Arte indígena:
grafismo corporal, cerâmica, origem da tintura.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">Arte indígena: Trançados
e tecelagem.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">Costumes, lendas,
crenças, alimentação (culinária).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">6.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 14pt;">Música e dança
indígena. Obs.: Pontuar a cerimônia do Kuarup.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Avaliação<o:p></o:p></span></u></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Professor, na perspectiva de uma avaliação contínua
e processual, é importante observar o interesse, a participação e se novos
conhecimentos estão sendo produzidos. Além disso, o quadro comparativo do 12º
momento será também um grande aliado, mostrando para os próprios alunos tudo o
que aprenderam, socializando os conhecimentos e valorizando a aprendizagem.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Para este momento, observe também quais
alunos não falaram, instigando-os a expor seus conhecimentos construídos, mesmo
que apresentem um pouco de timidez. Por fim, quanto ao trabalho de campo,
verifique se foi significativo.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">Sugestão de sites:<o:p></o:p></span></u></b></div>
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<br /></div>
<div class="MsoNoSpacing">
<a href="http://www.suapesquisa.com/indios/"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">http://www.suapesquisa.com/indios/</span></a><o:p></o:p></div>
<div class="MsoNoSpacing">
<a href="http://www.historiadobrasil.net/indiosdobrasil/"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">http://www.historiadobrasil.net/indiosdobrasil/</span></a><o:p></o:p></div>
<div class="MsoNoSpacing">
<a href="http://www.suapesquisa.com/indios/alimentacao_indios.htm"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">http://www.suapesquisa.com/indios/alimentacao_indios.htm</span></a><o:p></o:p></div>
<div class="MsoNoSpacing">
<a href="http://indios-brasileiros.info/mos/view/Alimenta%C3%A7%C3%A3o_e_medicina/"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">http://indios-brasileiros.info/mos/view/Alimenta%C3%A7%C3%A3o_e_medicina/</span></a><o:p></o:p></div>
<div class="MsoNoSpacing">
<a href="http://www.zun.com.br/alimentacao-dos-indios-brasileiros/"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">http://www.zun.com.br/alimentacao-dos-indios-brasileiros/</span></a><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<b><u><span style="font-family: Arial, sans-serif; font-size: 14pt;">Bibliografia:<o:p></o:p></span></u></b></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 17.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<span style="font-family: Arial, sans-serif; font-size: 14pt;"><a href="http://sheilaluiza.files.wordpress.com/2010/09/tranc3a7agem-2.jpg"><b><span style="color: black;">PROENÇA, Graça. Descobrindo a História da Arte.Editora:
Àtica, São Paulo,2005. </span></b></a><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 14pt;"><a href="http://www.trabalhosfeitos.com/ensaios/a-Import%C3%A2ncia-Das-Ra%C3%ADzes-Ind%C3%ADgenas-Na/73599.html">http://www.trabalhosfeitos.com/ensaios/a-Import%C3%A2ncia-Das-Ra%C3%ADzes-Ind%C3%ADgenas-Na/73599.html</a><o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 14pt;"><a href="http://www.brasilescola.com/historiab/indios-brasil.htm">http://www.brasilescola.com/historiab/indios-brasil.htm</a><o:p></o:p></span></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-20971604000969871662014-08-08T05:45:00.002-07:002014-08-08T05:45:14.256-07:00TEMA: O Brasil encantando o mundo. <div align="center" class="MsoNoSpacing" style="text-align: center;">
<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">PROJETO COPA DO
MUNDO 2014<o:p></o:p></span></u></b></div>
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<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
</span></u></b><b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">PROJETO
INTERDISCIPLINAR<br />
</span></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
<b>TEMA:</b> </span><b><span style="background: white; color: #333333; font-family: "Arial","sans-serif"; font-size: 13.0pt; letter-spacing: -.25pt;">O Brasil encantando o
mundo.<span class="apple-converted-space"> </span></span></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
<br />
<b><u>DADOS DE INDENTIFICAÇÃO</u></b><br />
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">ESCOLA: Colégio Estadual Fred Gedeon</span></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
<b><br />
NÍVEL DE ENSINO: Fundamental II e Ensino Médio</b><br />
<b><br />
SÉRIE: 9º Amo ao 3º Ano do Ensino Médio</b><br />
<br />
<b>DISCIPLINAS ENVOLVIDAS</b>- Educação
Artística (Língua Inglesa, História, Geografia, Educação Física, Português)<br />
<br />
<b>DURAÇÃO DO PROJETO</b>: Março a Junho<br />
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">INTRODUÇÃO<o:p></o:p></span></b></div>
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<span class="no-conversion"><span style="background: white; font-family: "Arial","sans-serif"; font-size: 14.0pt;"><a href="http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA" title="Copa do Mundo FIFA"><span style="color: windowtext; text-decoration: none; text-underline: none;">Copa do Mundo FIFA</span></a></span></span><span class="apple-converted-space"><span style="background: white; font-family: "Arial","sans-serif"; font-size: 14.0pt;"> </span></span><span style="background: white; font-family: "Arial","sans-serif"; font-size: 14.0pt;">será a vigésima edição do<span class="apple-converted-space"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><a href="http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA" title="Copa do Mundo FIFA"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">evento</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">e terá como país-anfitrião o<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Brasil" title="Brasil"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">Brasil</span></a><span style="background: white;">. É a segunda vez que este torneio é realizado no
país, depois da<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA_de_1950" title="Copa do Mundo FIFA de 1950"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">Copa do Mundo FIFA de 1950</span></a><span style="background: white;">. A competição será disputada entre<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/12_de_junho" title="12 de junho"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">12 de junho</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">e<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/13_de_julho" title="13 de julho"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">13 de julho</span></a><span style="background: white;"><a href="http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA_de_2014#cite_note-2"></a>
de 2014 <span class="apple-converted-space"> </span>e ocorrerá pela quinta
vez na<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Am%C3%A9rica_do_Sul" title="América do Sul"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">América do Sul</span></a><span style="background: white;">, a primeira após
36 anos já que a<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Argentina" title="Argentina"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">Argentina</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">acolheu
o evento em<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA_de_1978" title="Copa do Mundo FIFA de 1978"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">1978</span></a><span style="background: white;">. Foi a última sede de Copa do Mundo escolhida através
da política de rodízio de continentes implementada pela<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Federa%C3%A7%C3%A3o_Internacional_de_Futebol" title="Federação Internacional de Futebol"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">FIFA</span></a><span style="background: white;">, iniciado a partir da escolha da<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA_de_2010" title="Copa do Mundo FIFA de 2010"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">Copa do Mundo de 2010</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">na<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/%C3%81frica_do_Sul" title="África do Sul"><span style="background: white; color: windowtext; text-decoration: none; text-underline: none;">África do Sul</span></a><span style="background: white;">.<o:p></o:p></span></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
<b>JUSTIFICATIVA<br />
</b>Escolhi o tema sobre a Copa do Mundo, porque acredito que seja de extrema
importância para os alunos acompanhar o evento esportivo em questão, a fim de
exercitar o sentimento de patriotismo, torcendo pela Seleção Brasileira. Do
mesmo modo, terão a oportunidade <b><i><u>de conhecer a história, os costumes e
características do país </u></i></b>sede, assim como dos demais países
participantes do evento e da história das outras copas anteriores.</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><o:p></o:p></span></div>
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<span style="background: white; font-family: "Arial","sans-serif"; font-size: 14.0pt;">No decorrer desse projeto pretende-se realizar um trabalho
interdisciplinar. Pois é possível
desenvolver diversos conhecimentos através deste evento, pois o futebol tem um
grande espaço em nossa cultura e é preciso lembrar que um evento como a Copa
reúne vários países sem a descriminação das diferenças como: <b><i>raça,
religião, classe social etc.</i></b></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
É de crucial importância ressaltar que o
tema abordado proporcionará um trabalho interdisciplinar, pois envolve
diferentes áreas do conhecimento, fazendo com que o ensino-aprendizagem
torne-se mais rico, produtivo e amplo.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
Parte dos trabalhos serão desenvolvidos em sala de aula e através de exposições
orais, discussões e pesquisas, a fim de proporcionar aos alunos mais subsídios
para suas pesquisas, assim como o aprimoramento de conhecimento em relação às
mídias atuais.Culminará em exposições e
apresentações culturais, artísticas e cintíficas.<br />
<br />
<b>OBJETIVOS<br />
</b>- Reconhecer a história das Copas do Mundo desde o seu surgimento;<br />
- Pesquisar e identificar os nomes dos países participantes da Copa 2014, assim
como as nacionalidades, tanto na Língua Portuguesa quanto na Língua Inglesa;<br />
- Desenhar as bandeiras dos 32 países participantes da Copa e compreender o
significado das cores nelas expostas;<br />
- Pesquisar e listar os mascotes dos eventos anteriores e do atual, assim como
seus significados;<br />
- Identificar em mapas a localização geográfica do país sede,bem como a cultura
e costumes dos demais participantes do evento;<br />
- Pesquisar e reconhecer a língua oficial dos países participantes da Copa.</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background: white; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Identificar a taça e o
Fuleco, o mascote da Copa do Mundo;</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><br />
</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
<b>CONTEÚDOS<o:p></o:p></b></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">História das Copas<br />
Países Participantes da Copa do Mundo 2010 e suas respectivas nacionalidades
(em Inglês e Português)<br />
Bandeiras dos países participantes da Copa do Mundo 2014<br />
Mascotes e seus significados das copas<br />
Localização geográfica do país sede e demais países participantes do evento<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Cultura e costumes dos países.<br />
Língua oficial dos países<o:p></o:p></span></div>
<h1 style="background: white; line-height: 15.25pt;">
<span style="background: #CCFFCC; font-family: "Arial","sans-serif"; font-size: 14.0pt;">PAISES PARTICIPANTES DA
COPA DE 2014</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><o:p></o:p></span></h1>
<ul type="disc">
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">AFRICA
DO SUL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">MEXICO<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">URUGUAI<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">FRANÇA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ARGENTINA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">NIGERIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">COREIA
DO SUL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">GRECIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">INGLATERRA <o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESTADOS
UNIDOS<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ARGELIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESLOVÊNIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ALEMANHA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">AUSTRALIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">GANA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">SÉRVIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">HOLANDA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">DINAMARCA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">JAPÃO<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">CAMAROÊS<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ITALIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">PARAGUAI<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">NOVA
ZELANDIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESLOVAQUIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">BRASIL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">COREIA
DO NORTE<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">COSTA
DO MARFIM<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">PORTUGAL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESPANHA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">SUIÇA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">HONDURA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">CHILE<o:p></o:p></span></li>
</ul>
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<br /></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">RECURSOS MATERIAIS<br />
</span></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Vídeos<br />
Televisão <br />
Lápis de cor<br />
Tinta guache<br />
Canetas Hidrocor<br />
Data Show<br />
Papéis variados<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Aparelho de som<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Etc.<br />
<br />
<b>DESENVOLVIMENTO<br />
</b>O presente projeto será realizado No Colégio Estadual Fred Gedeon.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Os trabalhos serão
desenvolvidos na disciplina de Educação Artística, abrangendo outras áreas do
conhecimento como: Língua Inglesa, História, Geografia, Educação Física,
Português. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Primeiramente os
professores apresentarão o mesmo a turma expondo os objetivos e as atividades a
serem realizadas. Em seguida,a turma
será dividida aleatoriamente em grupos de trabalhos. Cada grupo receberá os
tópicos a serem pesquisados para a realização do trabalho. Os tópicos para
pesquisa foram divididos da seguinte maneira:<br />
<b><u>Grupo 1</u></b>- História da Copas
desde seu surgimento, assim como os mascotes (incluindo o atual) e seus
respectivos significados( 1930,1934,1938,1950,1958,1962M1966,1970 e 1974).<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Grupo 2 ( Continuação)</span></u></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"> - História da
Copas desde seu surgimento, assim como os mascotes (incluindo o atual) e seus
respectivos significados (1978,1982,1986,1990,1994,1998,2002,2006,2010 e 2014)<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
<b><u>Grupo 3-</u></b> Países participantes
da Copa do Mundo 2014, nacionalidades, suas localizações geográficas, cultura,
culinária e costumes.<o:p></o:p></span></div>
<ul type="disc">
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">AFRICA
DO SUL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">MEXICO<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">URUGUAI<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">FRANÇA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ARGENTINA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">NIGERIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">COREIA
DO SUL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">GRECIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">INGLATERRA <o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESTADOS
UNIDOS<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ARGELIA<o:p></o:p></span></li>
</ul>
<div class="MsoNoSpacing">
<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Grupo 4 ( Continuação)</span></u></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"> - Países
participantes da Copa do Mundo 2014, nacionalidades, suas localizações
geográficas, cultura, culinária e costumes.<o:p></o:p></span></div>
<ul type="disc">
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESLOVÊNIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ALEMANHA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">AUSTRALIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">GANA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">SÉRVIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">HOLANDA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">DINAMARCA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">JAPÃO<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">CAMAROÊS<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ITALIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">PARAGUAI<o:p></o:p></span></li>
</ul>
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<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">Grupo 5 ( Continuação)</span></u></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"> - Países
participantes da Copa do Mundo 2014, nacionalidades, suas localizações
geográficas, cultura, culinária e costumes.<o:p></o:p></span></div>
<ul type="disc">
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">NOVA
ZELANDIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESLOVAQUIA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">BRASIL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">COREIA
DO NORTE<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">COSTA
DO MARFIM<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">PORTUGAL<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">ESPANHA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">SUIÇA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">HONDURA<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; line-height: 15.25pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">CHILE<o:p></o:p></span></li>
</ul>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><br />
<b><u>Grupo 6-</u></b> Bandeiras dos países
participantes da Copa, assim como a língua oficial dos mesmos. Fazer a amostra
dessas Bandeiras com uma apresentação a critério do grupo.<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--><o:p></o:p></span></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">AVALIAÇÃO<br />
</span></b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;">A avaliação será feita a partir do conteúdo
apresentado nos trabalhos, levando em conta a criatividade, a apresentação no
grande grupo e auto-avaliação.<br />
<br />
<b>BIBLIOGRAFIA<o:p></o:p></b></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: PT-BR;"><a href="http://www.portalbrasil.net/regras_do_futebol.htm"><span style="color: windowtext; text-decoration: none; text-underline: none;">http://www.portalbrasil.net/regras_do_futebol.htm</span></a><br />
<br />
<a href="http://www.suapesquisa.com/copa"><span style="color: windowtext; text-decoration: none; text-underline: none;">http://www.suapesquisa.com/copa</span></a><br />
<br />
<a href="http://google.com.br/"><span style="color: windowtext; text-decoration: none; text-underline: none;">http://google.com.br/</span></a><o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><a href="http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA_de_2014">http://pt.wikipedia.org/wiki/Copa_do_Mundo_FIFA_de_2014</a>
Acessado em 07.02.14<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b><u><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">Site sugestivo:<o:p></o:p></span></u></b></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><a href="http://www.copa2014.gov.br/pt-br/noticia/conheca-os-detalhes-das-32-selecoes-participantes-da-copa-do-mundo-de-2014">http://www.copa2014.gov.br/pt-br/noticia/conheca-os-detalhes-das-32-selecoes-participantes-da-copa-do-mundo-de-2014</a>
Acessado em 07.02.14<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;"><a href="http://www.portal2014.org.br/historia-das-copas/1930-uruguai/">http://www.portal2014.org.br/historia-das-copas/1930-uruguai/</a>
Acessado em 07.02.14<o:p></o:p></span></div>
<br />
<div class="MsoNoSpacing">
<br /></div>
Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-4828826514792898332014-08-08T05:41:00.001-07:002014-08-08T05:41:37.598-07:00Democracia, Participação e Cidadania: Do ambiente escolar do Colégio Estadual Fred Gedeon ao convívio social. <div class="MsoNormal">
<br /></div>
<div align="right" class="MsoNoSpacing" style="text-align: right;">
<i>“Cada um de nós compõe<o:p></o:p></i></div>
<div align="right" class="MsoNoSpacing" style="text-align: right;">
<i>A sua própria história.<o:p></o:p></i></div>
<div align="right" class="MsoNoSpacing" style="text-align: right;">
<i>E cada ser em si<o:p></o:p></i></div>
<div align="right" class="MsoNoSpacing" style="text-align: right;">
<i>Carrega o Dom de ser capaz,<o:p></o:p></i></div>
<div align="right" class="MsoNoSpacing" style="text-align: right;">
<i>De ser feliz”.<o:p></o:p></i></div>
<div align="right" class="MsoNoSpacing" style="text-align: right;">
<b>Renato Teixeira/Almir Sater<o:p></o:p></b></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Educação para a
DEMOCRACIA<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Autor: Genivaldo
Pereira dos Santos<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Tutora:</span></b><span style="font-size: 12.0pt;"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">ANA PAULA FARIA
E SILVA<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal;">
</span></span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Apresentação e
Diagnóstico<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.1.</span><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Título
do Projeto: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt;">
<br /></div>
<div class="MsoNoSpacing">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Democracia, Participação e Cidadania: Do ambiente
escolar do Colégio Estadual Fred Gedeon ao convívio social.<o:p></o:p></span></i></b></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.2.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Descrição da Escola<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
Projeto será desenvolvido no Colégio Estadual Fred Gedeon de Floresta Azul –
Bahia, situado à Rua Wandick Badaró, 20.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">A Escola recebeu este nome em homenagem ao agricultor Fred Eidi Gedeon,
que lutou muito pelo engrandecimento da região, principalmente concernente à
produção do cacau. Os primeiros professores da Escola Estadual Fred Gedeon
foram Balbina Andrade e Maria Emília dos Santos. A delegada de Educação (na
época) era a professora Vanda Martins Araújo.<o:p></o:p></span></strong></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">A Escola funciona nos três turnos com aproximadamente 600 alunos na sua
composição discente.</span></strong><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">No ato da sua Criação, a escola
funcionava com três(03) salas, uma (01) secretaria ,uma(01) cozinha para
preparação da merenda,um(01) depósito,uma(01)espaço de lazer no centro da
escola(sem cobertura) e quatro(04) banheiros. Quando foi inaugurada a escola,
funcionava com o ensino Fundamental Nível. Logo depois, no ano de 1994 foi que
a referida escola foi autorizada para que incluísse o ensino Fundamental Nível
II e em seguida o Ensino Médio. Hoje a escola funciona com o ensino Fundamental
nível II e o Ensino Médio nos turnos Matutino, Vespertino e Noturno.</span></strong><strong><span style="font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></strong></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">A filosofia da Escola Estadual Fred Gedeon tem embasamento na construção
do “homem como um todo”, apto para interagir na sociedade como um sujeito
construtor da sua própria origem através da análise crítico e reflexivo, da
criatividade e da interação com seu dia-a-dia, para assim transformá-lo
assegurando-lhe o direito do exercício enquanto cidadão.<o:p></o:p></span></strong></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">Oferece além do trabalho educativo e pedagógico focado numa missão da
formação cidadã e da qualidade, alguns projetos como: Projeto Cantar, Projeto
Olhares, FACE, PROVE, TAL, e AVE (Projetos Estruturantes da Rede Estadual), Dia
da Amizade, Gincana Cultural do Estudante, além de encontros regulares com os
pais e co9munidade onde discutem temas relacionados à vida escolar dos alunos e
das metodologias aplicadas pela Unidade Escolar.<o:p></o:p></span></strong></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<strong><span style="font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">Atualmente, a Escola Estadual Fred Gedeon se apresenta com a seguinte
estrutura física: 06 salas de aula forradas, com cerâmica, janelas, bem
arejadas e três ventiladores, 01 laboratório de informática com 10 computadores,
01 sala de professores, 01 sala para direção; 01 secretaria, 01 almoxarifado
(material didático e de limpeza); 01 cozinha com dependência para guardar
materiais de cozinha; 04 banheiros; 01 pátio interno sem cobertura e uma área
aberta coberta próxima às salas de aula, o colégio possui uma boa base de
retelhamento, muros em toda sua estruturação, reservatórios de água, 01 cantina
e 01 refeitório coberto.</span></strong><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.3.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Justificativa<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Ainda deparamos com uma sociedade distante dos assuntos que
envolvem o papel do indivíduo nos assuntos de cunho democrático e participativo
nos assuntos de cidadania. Envolvimentos distantes que culminam num certo
distanciamento de cada um e que, sabendo de tanta falta de envolvimento da comunidade na
melhoria das condições da realidade
escolar e sentindo neles boa vontade, vê-se necessário poder trabalhar
esse tema, com o propósito de
solucionar, fomentar e estimular o envolvimento tanto para alcançar
objetivo pedagógico, quanto para ampliar
a qualidade da estrutura física da escola, onde a promoção do ambiente cooperativo de amor, solidariedade e participação leva a todos os
atores sociais da ação educativa a preocupação com a formação do educando –
algo crucial que não deve ser esquecido. Considerações que perpassam aos
questionamentos tais como: Quais são os valores e práticas que podemos
considerar relevantes em nossa sociedade e que, portanto, devem estar presentes
na formação de nossos alunos e alunas? Por isso, <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 4.0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Temos de ver que a democracia
significa a crença de que deve prevalecer a cultura humanística; devemos ser
francos e claros em nosso reconhecimento de que a proposição é uma proposição
moral, como qualquer idéia referente a dever ser... A democracia se expressa
nas atividades dos seres humanos e se mede pelas consequências produzidas em
suas vidas. (Dewey, 1970:212-213).<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">A Escola Estadual Fred Gedeon
tendo como missão a formação para a cidadania envolvendo a participação desse
cidadão nos atos de construções democráticas, onde todos possam se envolver e
construir alicerces para a construção de um ambiente escolar e de uma sociedade
plural e onde ao mesmo tempo todos possam ampliar de forma progressiva as suas
intervenções proporcionando um engajamento coletivo para que os atores sociais
possam ser construtores de uma história para novas gerações num país onde estas condições, por si só, já constituem
pautas para a luta, uma vez que
ainda não estão incorporadas na prática
política dos atores nem na cultura da sociedade. Logo,<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 4.0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Nos países em que a cidadania se
desenvolveu com mais rapidez, inclusive na Inglaterra, por uma razão ou outra a
educação popular foi introduzida. Foi ela que permitiu às pessoas tomarem conhecimento
de seus direitos e se organizarem para lutar por eles. A ausência de uma
população educada tem sido sempre um dos principais obstáculos à construção da
cidadania civil e política. (Carvalho, 2002: p. 11).<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 4.0cm; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Por isso, vale a pena participar
e acreditar no papel coletivo da escola pois a ela, compete, instruir os atores
sociais quanto ao respeito pela diversidade e especificidade de cada cidadão,
tornando-se um princípio fundamental para a vida em sociedade. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: 'Times New Roman', serif; line-height: 150%;">Logo, a escola vem oferecer aos
alunos, meios efetivos, para que adotem posturas pessoais e comportamentos
sociais que lhes permitam viver numa relação construtiva consigo mesmo, com a
comunidade escolar.</span></div>
<div class="MsoNoSpacing" style="margin-left: 4.0cm; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.4.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Diagnóstico<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">"Nenhum
ser humano nasce com impulsos agressivos ou hostis e nenhum se torna agressivo
ou hostil sem aprendê-lo”. Ashley Montagu.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ser
cidadão é ter acesso à decisão política, é ser um possível governante, um homem
político. Ter direito não apenas a eleger representantes, mas a participar
diretamente na condução dos negócios da cidade. Na Antiguidade, o homem era um
ser sem direitos, por oposição ao cidadão. Na era moderna, o homem é sujeito de
direitos não apenas como cidadão, mas também como homem.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Por
isso que a optei pelo tema, pois se observa que muitas vezes tem se observado nas
escolas, alguns distúrbios disciplinares, a violência e o autoritarismo nas
relações interpessoais e que são alguns dos
maiores problemas pedagógicos e sociais da atualidade e vêm comprometendo a
busca por uma educação de qualidade( não é bem o caso generalizado da minha
escola). Mas são fenômenos complexos que solicitam, para seu enfrentamento,
disposição e preparo para buscar caminhos não autoritários. Percebem-se algumas
atitudes autoritárias antidemocráticas e anticidadãs, prejudicando as relações entre
os pares e também a preservação patrimonial da Unidade Escolar. A escola é bem
estruturada, onde são ofertadas desde a merenda escolar até ao zelo e
preocupação da equipe gestora em deixa-la cada vez mais equipada, limpa e com
bases na liberdade e participação de todos com uma autonomia democrática. A
realidade dos alunos é bem diversificada, desde aqueles que residem na zona
rural e na zona urbana, com dificuldades por parte de alguns numa boa alimentação
familiar, pois existe uma parcela de alunos de famílias carentes. Todos os anos
a escola sempre foca em projetos e atividades que abordam a participação cidadã
de cada um na transformação do seu espaço, através de palestras, gincanas
culturais, apoio a um grupo de teatro do município onde alguns alunos
participam, e também os projetos estruturantes do Governo do estado que envolve
a música, a poesia, a pintura, etc. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Os
recursos físicos são bons. Os recursos financeiros não são o bastante para que
se faça algo com maior profundidade e investimento no que se pretende fazer.
Mas a escola sempre tem buscado parceiros na comunidade para apadrinhar os
eventos estruturados. Os recursos humanos são bons, uma vez que participam da
melhor forma possível criando sempre novas propostas de realização de atividades
onde envolvam os alunos de forma direta e responsável.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Enfrentar
esses fenômenos exige dos profissionais da educação uma nova postura,
democrática e dialógica, que entenda os alunos e as alunas não mais como
sujeitos passivos ou como adversários que devam ser vencidos e dominados, pois
tal modelo vem demonstrando que não funciona em uma sociedade que se pretende
democrática. O caminho está no reconhecimento dos estudantes como possíveis
parceiros de uma caminhada política e humana que almeja a construção de uma
sociedade mais justa, solidária e feliz. Onde haveremos de buscar respostas
para: Por que democracia na escola? Como educar para e pela cidadania e
democracia no contexto escolar? Como o Estado pode contribuir para a gestão
democrática? E também tentar buscar os princípios de convivência em uma
perspectiva democrática e cidadã: onde cuidar do ambiente e das relações
humanas no processo educacional seja fator de inserção participativa,
democrática e cidadã no dia a dia de cada um.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.5.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Público Alvo<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt;">
<br /></div>
<div class="MsoNoSpacing">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Alunos
do Ensino Médio.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.6.</span></b><!--[endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Resultados Esperados<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A
avaliação será individual e coletiva, observando a participação ativa dos
alunos durante todo o processo de desenvolvimento do projeto.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
trabalho será avaliado durante toda a execução do projeto de acordo com cada
atividade desenvolvida, verificando-se o interesse e a participação dos alunos
em atividades individuais ou coletivas. Serão observados também, o interesse do
aluno, sua organização, e responsabilidade no cumprimento de suas tarefas e
possíveis mudanças comportamentais e atitudinais. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Observações
nas atividades realizadas em sala de aula e, posteriormente no seio da
comunidade, esperando que as atitudes possam ser de agentes democráticos com
foco cidadão e participativo, sejam nas atividades escolares, sejam no
relacionamento de grupos no seu meio social.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Considero
que outros resultados podem ser apontados como: a promoção do protagonismo e a
elevação da autoestima dos cidadãos no que se refere a temática democracia e
cidadania, a abertura de espaço para debates sobre as necessidades da população
jovem na comunidade, o despertar para a realidade local a partir da construção
dos diagnósticos das intervenções realizadas.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">OBJETIVO GERAL:<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Despertar nos alunos, o espírito de colaboração, pertencimento, democracia e cidadania
a fim de melhorar as condições sociais e físicas da escola e do convívio em
sociedade.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">OBJETIVOS ESPECÍFICOS:<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Instrumentalizar o exercício da cidadania no contexto comunitário, nos aspectos
da descentralização, espaços públicos e participação social através de
intervenções dos cidadãos nos assuntos inerentes á escola e ao município
através dos Grêmios Estudantis e visitas ao Poder Legislativo;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Refletir a partir da ideia de lideranças comunitárias a importância do
movimento sócio comunitário como espaço de dialogo, de sociabilidade, de
coletividade na luta por direitos à participação e intervenção de assuntos
desde a sua escola à assuntos da comunidade;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Fortalecer as relações comunitárias para o controle social, ampliando o rol de informações
nas articulações com outros segmentos da sociedade, em especial os
conhecimentos de intervenções e de participações nas questões que envolvam
também a Câmara Legislativa;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Valorizar a participação social e sua realidade local na gestão democrática;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Formar agentes multiplicadores no exercício democrático da cidadania.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">METODOLOGIA:<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O objetivo proposto será alcançado
de forma a ser feita a partir de um trabalho coletivo envolvendo os seguintes conteúdos:
<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Por que democracia na escola?<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Como educar para e pela cidadania e democracia no contexto escolar?<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Como o Estado pode contribuir para a gestão democrática?<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
A leitura do mundo como momento fundamental no processo de formação para e pela
cidadania e democracia.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Os princípios de convivência em uma perspectiva democrática e cidadã: cuidar do
ambiente e das relações humanas no processo educacional.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Envolvendo
todos os protagonistas da educação numa dinâmica onde utilizaremos de algumas
metodologias dentro dos conteúdos elucidados. Essas ações serão assim
envolvidas:<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Apreciação e discussão do projeto <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Composição da equipe responsável pelo projeto.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Preparação das etapas do Projeto com os alunos.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Problematização (leituras diversificadas a respeito de temas que abordam
Cidadania e Democracia)<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Contextualização (Mostra de filme e/ou documentários a respeito do tema).<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Pesquisa em grupos (pesquisa de campo, roda de conversa);<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Produção em grupo (produção escrita e desenhos);<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Exposição dos resultados (montagem de painéis, mural, encenação, apresentação
de vídeos);<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Avaliação coletiva (reflexão sobre o resultado e a participação de cada
elemento do grupo).<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Implementação<o:p></o:p></span></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="background: #D6E3BC; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div align="center" class="MsoNoSpacing" style="line-height: 150%; text-align: center;">
<b><span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O que?<o:p></o:p></span></b></div>
</td>
<td style="background: #D6E3BC; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div align="center" class="MsoNoSpacing" style="line-height: 150%; text-align: center;">
<b><span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Onde?<o:p></o:p></span></b></div>
</td>
<td style="background: #D6E3BC; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div align="center" class="MsoNoSpacing" style="line-height: 150%; text-align: center;">
<b><span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Quando?<o:p></o:p></span></b></div>
</td>
<td style="background: #D6E3BC; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div align="center" class="MsoNoSpacing" style="line-height: 150%; text-align: center;">
<b><span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Quem?<o:p></o:p></span></b></div>
</td>
<td style="background: #D6E3BC; border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div align="center" class="MsoNoSpacing" style="line-height: 150%; text-align: center;">
<b><span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Recursos.<o:p></o:p></span></b></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apreciação e discussão do projeto.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No
Colégio Estadual Fred Gedeon<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Agosto
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professor
Genivaldo e alunos<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Composição da equipe responsável pelo projeto.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Nas
salas de aula (Escola).<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Agosto
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professor
Genivaldo, Gestão Escolar e Orientador do Pacto do Ensino Médio.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Preparação das etapas do Projeto com os alunos.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No
Colégio<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Agosto
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professor
Genivaldo, alunos.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1ª Etapa: Por que democracia na escola?<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sala
de aula.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Agosto
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da Escola.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Livros,
Computador, Monitor Educacional, Filmes, DVD, folhas de ofício.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2ª Etapa: Como educar para e pela cidadania e democracia no
contexto escolar?<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sala
de aula.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Agosto
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da U.E.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Livros,
Computador, Monitor Educacional, Filmes, DVD, Máquina Digital<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3ª Etapa: Como o Estado pode contribuir para a gestão
democrática?<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sala
de aula.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setembro
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da U.E.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Livros,
Computador,Monitor Educacional,Filmes,DVD,Filmes, Máquina Digital.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4ª Etapa: A leitura do mundo como momento fundamental no
processo de formação para e pela cidadania e democracia.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sala
de aula.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setembro
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da U.E.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Livros,
Computador, Monitor Educacional, Filmes, DVD, Máquina Digital<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">5ª Etapa: Os princípios de convivência em uma perspectiva
democrática e cidadã: cuidar do ambiente e das relações humanas no processo
educacional.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sala
de aula.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Outubro
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da U.E.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Livros,
Computador, Monitor Educacional, Filmes, DVD, Máquina Digital<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">6ª Etapa: Mini Plenário na Camara de Vereadores. Alunos serão
vereadores por uma sessão Legislativa.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Câmara
Legislativa Municipal de Vereadores<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Novembro
de 2014.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da U.E., Gestores, alunos.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Papel,
Caneta, Som, DataShow<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
</td>
</tr>
<tr>
<td style="background: #D9D9D9; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="color: #000099; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Exposição dos resultados (Culminância)<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.15pt;" valign="top" width="111">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No
Colégio ( Área de apresentações)e <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Espaço
público da cidade.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.7pt;" valign="top" width="109">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Novembro
de 2014<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.65pt;" valign="top" width="158">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Professores
da U.E. e Equipe Gestora.<o:p></o:p></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.8pt;" valign="top" width="176">
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Papel
Madeira, Cartolinas, Máquina Digital, Folhas de ofício, Sonorização. etc.<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Parcerias<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
trabalho será feito com a colaboração de toda a equipe gestora, professores e
alunos da Unidade Escolar, bem como com parcerias com entidades comerciais,
Câmara Legislativa e Escolas de Ensino Fundamental II e Médio do Município.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Avaliação<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
projeto será avaliado a partir da observação, participação, interesse e
desempenho dos alunos nas atividades desenvolvidas ao longo das etapas e das
intervenções realizadas.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Alunos
deverão apresentar ao longo do projeto, relatos das atividades desenvolvidas,
bem como os resultados obtidos ao longo das atividades, discussões e visitas
realizadas.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Será
também observada a conclusão das atividades realizadas pelos alunos através de
vídeos, dramatizações, músicas, monólogos, etc, demonstrando através das
expressões artísticas os resultados obtidos.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Referências bibliográficas<o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CARVALHO,
José Murilo de. Cidadania no Brasil. O longo Caminho. 3ª ed. Rio de Janeiro:
Civilização Brasileira, 2002.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DEWEY,
John. Liberalismo, liberdade e Cultura. São Paulo: Companhia Editora Nacional,
1970.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-42872867869007995902013-08-29T19:03:00.002-07:002013-08-29T19:03:20.979-07:00COLÉGIO ESTADUAL PARTICIPOU DO I SEMINÁRIO “SEXO E SEXUALIDADE NA ADOLESCÊNCIA”<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="color: blue;"><b>COLÉGIO ESTADUAL PARTICIPOU DO I SEMINÁRIO “SEXO
E SEXUALIDADE NA ADOLESCÊNCIA”</b></span> promovido pelo <span style="color: red;"><b><i>NASF - </i></b></span></span><span style="background-color: #fff9ee; background-position: initial initial; background-repeat: initial initial; font-family: Georgia, serif;"><span style="color: red;"><b><i>Núcleo
de Apoio à Saúde da Família</i></b></span></span><span style="background: #FFF9EE; color: #222222; font-family: "Georgia","serif";"> que teve como </span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <u><span style="color: #351c75;">Objetivo Geral:</span></u></span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Proporcionar a
difusão dos diversos assuntos que giram em torno da sexualidade na
adolescência, esclarecendo dúvidas frequentes sobre este tão complexo assunto,
em função das várias vertentes que podem surgir em torno do mesmo.<b><o:p></o:p></b></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Difundir e esclarecer a importância da sexualidade
na vida de todos, tornando-os capazes de agir consciente e positivamente no
processo da vontade, do desejo e das mudanças.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="color: #351c75;">A
importância do evento:</span></span></u></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Justificou-se pela iniciação sexual dos adolescentes
acontecerem cada vez mais cedo causando conflitos e preocupações aos pais, os
jovens na maioria dos casos são influenciados por amigos, internet, programas
de TV, etc., que estimulam suas mentes de forma precoce.<o:p></o:p></span></div>
<div style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1.0pt 4.0pt 1.0pt 4.0pt;">
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<span style="font-family: Arial, sans-serif; font-size: 12pt;"><span style="color: #0c343d;"><i>LOGO, Na
Adolescência iniciam-se as experiências do ficar, onde começam a vivenciar
novas descobertas de sensações físicas e emocionais. Nesta fase os adolescentes
por sua impulsividade e imaturidade, necessitam de orientação sexual não apenas
na escola, como também da família e dos profissionais de saúde, principalmente
na prevenção de DST’S. E a família tem um papel muito importante para o
desenvolvimento psicossexual do adolescente.</i></span><o:p></o:p></span></div>
</div>
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<o:p> presença em massa dos alunos do Colégio que tiveram uma participação ímpar. Muitas intervenções e conhecimentos. VALEU, alunos queridos. Vocês são o orgulho da nossa escola.</o:p></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-70268054891966449582013-04-07T06:55:00.001-07:002015-10-26T05:03:45.779-07:00 PROJETO OLHARES IV - UMA VIAGEM À MÚSICA E A DANÇA BRASILEIRA - DA DÉCADA DE 60 AOS DIAS ATUAIS.<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">A década de 1960</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt;"> foi
marcada pelos músicos que lançaram seus sucessos que são muito conhecidos até
os dias de hoje, diversas<span class="apple-converted-space"> </span><strong><span style="font-family: "Arial","sans-serif";"><a href="http://www.alienado.net/sobre/musicas/" target="_blank"><span style="color: black;">músicas</span></a></span></strong><span class="apple-converted-space"> </span>marcaram essa época e hoje em dia
esses cantores são muito privilegiados em todo o mundo. Uma das bandas que com
certeza você já deve ter ouvido e que revolucionou o rock são os Beatles.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">No I Festival
de <a href="http://www.suapesquisa.com/mpb"><span style="color: black;">MPB</span></a> (1965),
com a canção <i>Arrastão</i>, de Edu Lobo e Vinicius de Moraes, Elis
Regina começa a fazer sucesso no cenário musical brasileiro.<o:p></o:p></span></div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">No final da década
tem início o <a href="http://www.suapesquisa.com/musicacultura/tropicalismo.htm"><span style="color: black;">tropicalismo</span></a>, importante movimento cultural
brasileiro.<o:p></o:p></span></div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 12pt;">Dança de movimentos improvisados, na qual os gestos de cada
um independem do outro parceiro, tornou-se a forma preferida das jovens
gerações desde meados da década de 60.<o:p></o:p></span></div>
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<b><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 12pt;">DÉCADA DE 70</span></b><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 12pt;"> Foi a última década
do período<span class="apple-converted-space"> </span><i>classic rock</i>. É
também conhecida como a "década da discoteca", devido ao surgimento
da dance music. Surge também o movimento<span class="apple-converted-space"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><a href="http://pt.wikipedia.org/wiki/Punk" title="Punk"><span style="background: white; color: black;">punk</span></a><span style="background: white;">..<o:p></o:p></span></span></div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 12pt;">No Brasil, a discotéque e o pop dançante serviram de base
para uma geração de ídolos populares tidos como "cafonas",
"exuberantes" e até "pornográficos" (Sidney Magal,
Gretchen, As Patotinhas, Harmony Cats, Dudu França). Explorando outros universos
da música brasileira, surgia uma nova geração influenciada pelos consagrados
nos festivais da década anterior, como Belchior, Gonzaguinha, Djavan e Ivan
Lins.<o:p></o:p></span></div>
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<b><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 12pt;">DÉCADA DE 80 </span></b><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 12pt;"> Os anos 80 são
conhecidos também como a década da<span class="apple-converted-space"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><a href="http://pt.wikipedia.org/wiki/M%C3%BAsica_eletr%C3%B4nica" title="Música eletrônica"><span style="background: white; color: black;">música
eletrônica</span></a><span style="background: white;">. Nesta época, o<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/New_Wave_(m%C3%BAsica)" title="New Wave (música)"><span style="background: white; color: black;">New Wave</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">e o<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Synthpop" title="Synthpop"><span style="background: white; color: black;">Synthpop</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">se tornam os gêneros musicais mais vendáveis e
populares, assim como toda a estrutura da<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Dance_Music" title="Dance Music"><span style="background: white; color: black;">Dance Music</span></a><span style="background: white;">. Michale Jackson já tinha demonstração de espaço de
um futuro pop star que surgiria mais tarde. Surge a<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/MTV" title="MTV"><span style="background: white; color: black;">MTV</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">e o<span class="apple-converted-space"> </span><i><a href="http://pt.wikipedia.org/wiki/Hip_hop" title="Hip hop"><span style="color: black;">hip hop</span></a></i>; advento da música eletrônica nas
pistas de dança e as primeiras<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Raves" title="Raves"><span style="background: white; color: black;">raves</span></a><span style="background: white;">. No Brasil
foi lançado o primeiro<span class="apple-converted-space"> </span><i><a href="http://pt.wikipedia.org/wiki/Rock_in_Rio" title="Rock in Rio"><span style="color: black;">Rock in Rio</span></a></i><span class="apple-converted-space"> </span>(</span><a href="http://pt.wikipedia.org/wiki/1985" title="1985"><span style="background: white; color: black;">1985</span></a><span style="background: white;">)<o:p></o:p></span></span></div>
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<b><span style="background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif;">DÉCADA DE 90 </span></b><span style="font-family: Arial, sans-serif;">A música pop mundial perdeu pontos como principal rítimo. O que
fez sucesso realmente foi o <a href="https://pt.wikipedia.org/wiki/Hip_Hop" title="Hip Hop"><span style="color: black; text-decoration: none; text-underline: none;">Hip Hop</span></a>, <a href="https://pt.wikipedia.org/wiki/Rapcore" title="Rapcore"><span style="color: black; text-decoration: none; text-underline: none;">Rapcore</span></a> e principalmente o <a href="https://pt.wikipedia.org/wiki/Grunge" title="Grunge"><span style="color: black; text-decoration: none; text-underline: none;">Grunge</span></a>,
com bandas de destaque de toda essa década que duraram até o final da
década, dando influência a outras bandas que dominam até hoje o mundo musical
como <a href="https://pt.wikipedia.org/wiki/Linkin_Park" title="Linkin Park"><span style="color: black; text-decoration: none; text-underline: none;">Linkin Park</span></a>(Também fundada nos anos 90) e <a href="https://pt.wikipedia.org/wiki/Coldplay" title="Coldplay"><span style="color: black; text-decoration: none; text-underline: none;">Coldplay</span></a>.
No <a href="https://pt.wikipedia.org/wiki/Brasil" title="Brasil"><span style="color: black; text-decoration: none; text-underline: none;">Brasil</span></a> a <a href="https://pt.wikipedia.org/wiki/Lambada" title="Lambada"><span style="color: black; text-decoration: none; text-underline: none;">Lambada</span></a> explode
no início da década com o sucesso da novela <a href="https://pt.wikipedia.org/wiki/Rainha_da_Sucata" title="Rainha da Sucata"><span style="color: black; text-decoration: none; text-underline: none;">Rainha da Sucata</span></a>.Mas
outros ritmos aconteceram, nessa grande década.<b><span style="background-position: initial initial; background-repeat: initial initial;"><o:p></o:p></span></b></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">DÉCADA DE 2000 </span></b><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 12pt;">Na década de
2000,a cantora<span class="apple-converted-space"> </span></span><span style="font-family: Arial, sans-serif; font-size: 12pt;"><a href="http://pt.wikipedia.org/wiki/Britney_Spears" title="Britney Spears"><span style="background: white; color: black;">Britney Spears</span></a><span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">foi a que mais se destacou no mundo musical pop,
influenciou muitos artistas (atuais) musicais pop no final desta década, sendo
uma das artistas musicais mais poderosas do século XXI, com diversos singles
que entraram nas paradas de sucesso da </span><a href="http://pt.wikipedia.org/wiki/Billboard_200" title="Billboard 200"><span style="background: white; color: black;">Billboard 200</span></a><span style="background: white;">, foi a cantora que mais vendeu álbuns nos anos 2000,
com mais de 45 milhões de cópias. A princesa do pop começou sua carreira em
1998, mas se destacou e conseguiu ser a artista que mais marcou os anos 2000
com hits super atuais e dançantes.</span><b><o:p></o:p></b></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">DÉCADA DE 2010</span></b><span style="font-family: Arial, sans-serif; font-size: 12pt;"> A grande popularidade musical que vem ganhando
força no começo da década é o <a href="http://pt.wikipedia.org/wiki/Happy_rock" title="Happy rock"><span style="color: black; text-decoration: none; text-underline: none;">happy rock</span></a> (também
conhecido como rock colorido), que caracteriza-se com um som leve, músicas
românticas e visual excessivamente colorido. Cantoras como <a href="http://pt.wikipedia.org/wiki/Rihanna" title="Rihanna"><span style="color: black; text-decoration: none; text-underline: none;">Rihanna</span></a>, <a href="http://pt.wikipedia.org/wiki/Lady_Gaga" title="Lady Gaga"><span style="color: black; text-decoration: none; text-underline: none;">Lady Gaga</span></a>, <a href="http://pt.wikipedia.org/wiki/Katy_Perry" title="Katy Perry"><span style="color: black; text-decoration: none; text-underline: none;">Katy Perry</span></a> e <a href="http://pt.wikipedia.org/wiki/Adele" title="Adele"><span style="color: black; text-decoration: none; text-underline: none;">Adele</span></a> tornam-se
sucessos mundiais.</span><span style="font-family: Arial, sans-serif; font-size: 12pt;"> </span><span style="font-family: Arial, sans-serif; font-size: 12pt;">Bandas de gerações passadas continuam fazendo grande sucesso como <a href="http://pt.wikipedia.org/wiki/Banda_Calypso" title="Banda Calypso"><span style="color: black; text-decoration: none; text-underline: none;">Banda Calypso</span></a>,<a href="http://pt.wikipedia.org/wiki/Nx_Zero" title="Nx Zero"><span style="color: black; text-decoration: none; text-underline: none;">Nx Zero</span></a>,<a href="http://pt.wikipedia.org/wiki/Roupa_Nova" title="Roupa Nova"><span style="color: black; text-decoration: none; text-underline: none;">Roupa Nova</span></a>,<a href="http://pt.wikipedia.org/wiki/Pitty" title="Pitty"><span style="color: black; text-decoration: none; text-underline: none;">Pitty</span></a>,<a href="http://pt.wikipedia.org/w/index.php?title=Rosas_de_Saron&action=edit&redlink=1" title="Rosas de Saron (página não existe)"><span style="color: black; text-decoration: none; text-underline: none;">Rosas de Saron</span></a>,<a href="http://pt.wikipedia.org/wiki/Anjos_de_Resgate" title="Anjos de Resgate"><span style="color: black; text-decoration: none; text-underline: none;">Anjos de Resgate</span></a> entre
outros. O modismo das baladas de <a href="http://pt.wikipedia.org/wiki/Forr%C3%B3" title="Forró"><span style="color: black; text-decoration: none; text-underline: none;">Forró</span></a>, <a href="http://pt.wikipedia.org/wiki/Pagode" title="Pagode"><span style="color: black; text-decoration: none; text-underline: none;">Pagode</span></a> <a href="http://pt.wikipedia.org/wiki/Eletr%C3%B4nica" title="Eletrônica"><span style="color: black; text-decoration: none; text-underline: none;">Eletrônica</span></a> trazem
sucessos para as bandas <a href="http://pt.wikipedia.org/wiki/Bonde_do_Forr%C3%B3" title="Bonde do Forró"><span style="color: black; text-decoration: none; text-underline: none;">Bonde do Forró</span></a>, <a href="http://pt.wikipedia.org/wiki/Latino" title="Latino"><span style="color: black; text-decoration: none; text-underline: none;">Latino</span></a>, <a href="http://pt.wikipedia.org/wiki/Avi%C3%B5es_do_Forr%C3%B3" title="Aviões do Forró"><span style="color: black; text-decoration: none; text-underline: none;">Aviões do Forró</span></a>, <a href="http://pt.wikipedia.org/w/index.php?title=Tch%C3%A9_Garotos&action=edit&redlink=1" title="Tché Garotos (página não existe)"><span style="color: black; text-decoration: none; text-underline: none;">Tché Garotos</span></a> entre outros.<o:p></o:p></span></div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-88944783930721619732012-11-02T13:22:00.001-07:002015-10-26T04:56:21.130-07:00PROJETO OLHARES III:Da Escravidão ao movimento negro brasileiro: Sofrimentos, Lutas, Realidades, Problemas, Caminhos, Conquistas, Contribuições e Histórias.<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpbguYKFkx7Oeqarh0xl5jeHjC0FV0OarMq15HQQ12q4IdksCjKjs7a5-gHYNqxk6mGeiXBrbqUK0X0NIrWwy8S136OYtrj1ky7GelZR3hNpdhetRYGTnNSPh-n_wCbqkl3yNhjOTNtcjS/s1600/Slide1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpbguYKFkx7Oeqarh0xl5jeHjC0FV0OarMq15HQQ12q4IdksCjKjs7a5-gHYNqxk6mGeiXBrbqUK0X0NIrWwy8S136OYtrj1ky7GelZR3hNpdhetRYGTnNSPh-n_wCbqkl3yNhjOTNtcjS/s320/Slide1.JPG" width="320" /></a></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">OBJETIVO
GERAL</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Superar as desvantagens e desigualdades que atingem os grupos historicamente
discriminados na sociedade brasileira, promovendo a igualdade entre os
diferentes, focando as contribuições, problemas, realidades, caminhos sofrimentos
e contribuições legadas a nossa realidade social, cultural, religiosa e
educacional.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">OBJETIVOS
ESPECÍFICOS</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Oportunizar aos alunos informações que permitam buscar superações do
preconceito e do racismo, levando-os a conhecer a trajetória negra desde a
escravidão até os movimentos de buscas e de autoafirmação;</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Conhecer<span style="mso-spacerun: yes;"> </span>os sofrimentos, conquistas,
caminhos, realidades, lutas e contribuições que os negros e afrodescendentes
passaram no trajeto da sua história desde a diáspora africana para o Brasil;</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Destacar as principais trajetórias vividas pelos negros partindo do tráfico dos
seus povos até os movimentos sociais, culturais e religiosos nos dias de hoje.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Apontar os avanços adquiridos na luta da sua identidade e de autoafirmação.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">OBJETIVO
PROPOSTO NOS PCN`S DE INTERESSE NO PRESENTE PROJETO</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Conhecer características fundamentais dos povos negros e afrodscendentes nas
dimensões sociais, materiais e culturais como meio para construir
progressivamente a noção de identidade nacional e pessoal e o sentimento de
pertinência ao país;</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Conhecer e respeitar o modo de vida de diferentes grupos, em diversos tempos e
espaços, em suas manifestações culturais, econômicas, políticas e sociais,
reconhecendo semelhanças e diferenças entre eles, continuidades e
descontinuidades, conflitos e contradições sociais;</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Valorizar o direito de cidadania dos indivíduos, dos grupos e dos povos como
condição de efetivo fortalecimento da democracia, mantendo-se o respeito às
diferenças e a luta contra as desigualdades.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">CONTEXTUALIZAÇÃO</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">As
várias contribuições dos africanos trazidas para o nosso país, dos quais
descendemos, são de uma importância enorme que são asseguradas sobre um
tripé<span style="mso-spacerun: yes;"> </span>de ordem econômica, demográfica e
cultural, pois os negros serviram como uma grande força de trabalho, nos
fornecendo a mão-de-obra que necessitávamos para as lavouras de cana-de-açúcar,
algodão, café e mineração, que diga-se de passagem foi escravizada e sem
remuneração, desumana e de condições bem precárias. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ajudaram-nos
no nosso povoamento. Temos legados na língua portuguesa do Brasil, no campo da
religiosidade, na arte visual, na dança, na música, na arquitetura, dentre
outros.</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><b><span style="color: red;">SAIU NA TRIBUNA DE IBICARAÍ. </span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<a href="http://tribunadeibicarai.blogspot.com.br/2012/11/floresta-azul-colegio-estadual-fred.html">http://tribunadeibicarai.blogspot.com.br/2012/11/floresta-azul-colegio-estadual-fred.html</a><br />
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-14023958737006791232012-09-04T06:47:00.004-07:002012-09-04T06:47:55.250-07:00DEMOCRACIA E CIDADANIA. VEJA ALGUNS LINKS INTERESSANTES QUE NÃO DEVEREMOS ESQUECER.<div dir="ltr" style="text-align: left;" trbidi="on">
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-91704867882059432702012-09-04T06:37:00.000-07:002012-09-04T06:37:13.729-07:00VEREADOR GUTEMBER CARDOSO DA CÂMARA DE F. AZUL CONCEDE MOÇÃO DE APLAUSO A PROFESSOR<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: red;"><b>O Vereador Gutemberg Cardoso</b></span> concedeu através da Câmara de Vereadores de Floresta Azul,uma Moção de Aplauso ao professor <b><span style="color: blue;">GENIVALDO PEREIRA DOS SANTOS</span></b>, do <b><i>Colégio Estadual Fred Gedeon</i></b> por ter sido selecionado e representado a escola e o municipio na Missao Pedagógica no Parlamento em Brasilia entre os dias 20 a 24 de agosto com o Projeto Ohares-Construindo Identidades.</div>
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-49094671857658400302012-06-30T08:20:00.006-07:002012-10-18T06:39:26.673-07:00PARTICIPEI E FUI RECONHECIDO COM O PROJETO " OLHARES - CONSTRUINDO IDENTIDADES"<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">Com o <u><i><span style="color: red;">Projeto " Olhares - Construindo Identidade" <a href="http://www.blogger.com/%28http://historiadialetica.blogspot.com.br/p/meus-projetos.html%29">(http://historiadialetica.blogspot.com.br/p/meus-projetos.html)</a> realizado na Escola Estadual Fred Gedeon</span></i></u> no ano de 2011 participei do <u><span style="color: blue;">Programa Missão Pedagógica no Parlamento.</span></u> O projeto foi contamplado e estarei participando entre os meses de julho a novembro dessa Missão. Agradeço aos meus alunos do ano letivo de 2011 pela grande participação e colaboração e a equipe gestora da minha escola.</span></b></div>
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<b><span style="font-size: 12pt; line-height: 115%;">Veja mais detalhes abaixo e no link:</span></b></div>
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<b><span style="font-size: 12pt; line-height: 115%;">DIRETORIA-GERAL -
DIRETORIA DE RECURSOS HUMANOS</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">CENTRO DE FORMAÇÃO,
TREINAMENTO E APERFEIÇOAMENTO - PROCESSO SELETIVO PARA O PROGRAMA MISSÃO
PEDAGÓGICA NO PARLAMENTO</span></b></div>
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<i><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">Edital nº 7/2012-CD, de
25 de junho de 2012</span></b></i></div>
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<span style="font-size: 12pt; line-height: 115%;">O Diretor do Centro de Formação, Treinamento e
Aperfeiçoamento - Cefor, no uso de sua competência e de acordo com o
Regulamento do Cefor, aprovado pelo Ato da Mesa nº 41/2000, e com o Edital nº
1/2012-CD, publicado no Diário Oficial da União de 12/03/2012, torna público o
resultado final do processo seletivo para o Programa Missão Pedagógica no
Parlamento oferecido pela Câmara dos Deputados:</span></div>
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<span style="font-size: 12pt; line-height: 115%;">1.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-size: 12pt; line-height: 115%;">Resultado
final do processo seletivo para o Programa Missão Pedagógica no Parlamento, em
ordem decrescente de pontuação por Unidade de Federação, considerados os
critérios de desempate, conforme prevê o item 9 do Edital nº 1/2012.</span></div>
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<a href="http://www2.camara.gov.br/responsabilidade-social/edulegislativa/educacao-legislativa-1/educacao-para-a-democracia-1/missao-pedagogica/resultado-final">http://www2.camara.gov.br/responsabilidade-social/edulegislativa/educacao-legislativa-1/educacao-para-a-democracia-1/missao-pedagogica/resultado-final</a><br />
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Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com1tag:blogger.com,1999:blog-2768734748270651363.post-36252382015785233592012-06-25T06:41:00.000-07:002012-06-25T06:41:04.735-07:00O NEGRO E O BRANCO: UMA REALIDADE QUE DEVE SER FORTALECIDA. ENSINO MÉDIO.<div dir="ltr" style="text-align: left;" trbidi="on">
<b><span style="color: red;"> </span></b><img alt="" height="284" 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" 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<b><span style="color: red;"><a href="http://adjalmifelix.blogspot.com.br/2010_12_23_archive.html">http://adjalmifelix.blogspot.com.br/2010_12_23_archive.html</a></span></b><br />
<b><span style="color: red;">Acessado em 25.06.12 </span></b><br />
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" 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<a href="http://scienceblogs.com.br/socialmente/2010/12/qual-e-o-boneco-bom-o-branco-ou-o-negro/">http://scienceblogs.com.br/socialmente/2010/12/qual-e-o-boneco-bom-o-branco-ou-o-negro/</a><br />
Acessado em 25.06.12 <br />
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<b><span style="color: red;">NEGROS - ADRIANA CALCANHOTO</span></b><br />
O sol desbota as cores<br />
O sol dá cor aos negros<br />
O sol bate nos cheiros<br />
O sol faz se deslocarem as sombras<br />
A chuva cai sobre os telhados<br />
Sobre as telhas<br />
E dá sentido as goteiras<br />
A chuva faz viverem as poças<br />
E os negros recolhem as roupas<br />
A música dos brancos é negra<br />
A pele dos negros é negra<br />
Os dentes dos negros são brancos<br />
Os brancos são só brancos<br />
Os negros são retintos<br />
Os brancos têm culpa e castigo<br />
E os negros têm os santos<br />
Os negros na cozinha<br />
Os brancos na sala<br />
A valsa na camarinha<br />
A salsa na senzala<br />
A música dos brancos é negra<br />
A pele dos negros é negra<br />
Os dentes dos negros são brancos<br />
Os brancos são só brancos<br />
Os negros são azuis<br />
Os brancos ficam vermelhos<br />
E os negros não<br />
Os negros ficam brancos de medo<br />
Os negros são só negros<br />
Os brancos são troianos<br />
Os negros não são gregos<br />
Os negros não são brancos<br />
Os olhos dos negros são negros<br />
Os olhos dos brancos podem ser negros<br />
Os olhos, os zíperes, os pêlos<br />
Os brancos, os negros e o desejo<br />
A música dos brancos é negra<br />
A pele dos negros é negra<br />
Os dentes dos negros são brancos<br />
A música dos brancos<br />
A música dos pretos<br />
A música da fala<br />
A dança das ancas<br />
O andar das mulatas<br />
"O essa dona caminhando"<br />
A música dos brancos é negra<br />
Os dentes dos negros são brancos<br />
A pele dos negros é negra<br />
Lanço o meu olhar sobre o Brasil e não entendo nada<br />
<br />
<a href="http://adriana-calcanhotto.musicas.mus.br/letras/87091/">http://adriana-calcanhotto.musicas.mus.br/letras/87091/ </a><br />
Acessado em 25.06.12<br />
<br />
<u><b style="color: red;">Atividade : Grupos argumentarão:</b></u><br />
<div style="text-align: justify;">
1. Argumentem a respeito da letra da música de Adriana Calcanhoto fazendo um comparativo com a realidade atual em relação ao convívio <u><i><b><span style="color: blue;">NEGRO x BRANCO</span></b></i></u>. Como poderemos construir essa história igualitária.</div>
</div>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com24tag:blogger.com,1999:blog-2768734748270651363.post-18427627648379254842012-06-25T06:05:00.000-07:002012-06-25T06:05:28.504-07:00A ÁFRICA BRASILEIRA E O PRECONCEITO SEM MEDIDA - 9o ANO<div dir="ltr" style="text-align: left;" trbidi="on">
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" width="320" /> </h1>
<h1 id="identificador_musica">
<span style="font-size: x-small;"><a href="http://culturavp.blogspot.com.br/2010/09/e-preciso-conhecer-para-respeitar-e.html">http://culturavp.blogspot.com.br/2010/09/e-preciso-conhecer-para-respeitar-e.html</a></span></h1>
<h1 id="identificador_musica">
<span style="font-size: x-small;">Acessado em 25.06.12 </span></h1>
<h1 id="identificador_musica">
<span style="font-size: x-small;"> </span><img alt="" 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/></h1>
<h1 id="identificador_musica">
<a href="http://losingmymindforyou.blogspot.com.br/2011/06/preconceito-musical.html"><span style="font-size: x-small;"> http://losingmymindforyou.blogspot.com.br/2011/06/preconceito-musical.html </span></a></h1>
<h1 id="identificador_musica">
<span style="font-size: x-small;">Acessado em 25.06.12</span></h1>
<h1 id="identificador_musica">
<span style="font-size: small;">Africa Brasileira</span><span style="color: red; font-size: small;"><a href="http://letras.mus.br/forruts/" id="identificador_artista"> - ForRuts</a></span></h1>
</div>
</div>
<div id="div_letra">
Um povo castigado pela guerra,<br />
Ódio, fome, medo e dor.<br />
Onde só existem lagrimas<br />
De um povo sofredor<br />
Mas no coração deste povo<br />
Agarre forças para vencer<br />
E que isto serve de lição<br />
Pra mim e pra vc<br />
Ohh africa...africaahhhh<br />
E no brasil a violência<br />
Que destrói a população<br />
Isso tudo você pode ver<br />
Assistindo sua tv<br />
Este mundo ta mto louco<br />
Até parece ficção<br />
A humanidade procura a paz<br />
E a formula pra salvação<br />
Enquanto homens grandes no senado<br />
Aumentam a cada dia o seu poder<br />
Lá na favela criança sofre<br />
Estendem suas mãos para sobreviver<br />
Africa brasileira, africa brasileira.<br />
(solo - repete musica)<br />
<br />
<a href="http://letras.mus.br/forruts/1181804/">http://letras.mus.br/forruts/1181804/</a><br />
<br />
<div style="color: blue; font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
<b>Proposta de trabalho para os grupos:</b></div>
<div style="text-align: justify;">
<b><span style="color: #660000; font-family: Verdana,sans-serif;">1. A partir da música acima e da imagem, faça um comentário a respeito da realidade africana dentro do nosso país, fazendo abordagens a respeito das discriminações e preconceitos vivenciados pelos povos afro descendentes e como poderemos desconstruir essa realidade em foco.Argumentem num pequeno comentário.</span></b></div>
</div>
</div>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com11tag:blogger.com,1999:blog-2768734748270651363.post-76772598308365426432012-06-25T05:04:00.002-07:002012-06-25T05:04:29.472-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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</a></div>
<div class="MsoNoSpacing" style="color: red; text-align: justify;">
<span style="font-size: large;"><i><b><span style="font-family: "Gungsuh","serif";">Turma do
Ensino Médio participam de Mini Projeto que fala sobre o Bullying.</span></b></i></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Gungsuh","serif"; font-size: 12.0pt;">Alunos
depois de discutirem a respeito do Bullying em sala de aula fizeram alguns vídeos
e imagens, onde depois apresentaram as produções para os colegas. </span></b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Gungsuh","serif"; font-size: 12.0pt;">Foram trabalhadas
temáticas a respeito dos valores, da cidadania, do direito de ir e vir. Na oportunidade
fizeram abordagens sobre os valores na sociedade e concluíram compondo uma
música sobre o tema e apresentaram no final do Mini Projeto para todos. Fizeram
uso do Monitor Educacional como recurso para ilustrar as intervenções. Muito
proveitoso.</span></b></div>
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<br /></div>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-83315484317806461022012-06-25T04:53:00.003-07:002012-06-25T04:53:33.366-07:00ESTUDO EM GRUPO NA SALA DE INFORMÁTICA.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><b><span style="font-family: "Arial","sans-serif"; line-height: 115%;">Atividade de História sendo
realizada pelos alunos do 3º Ano do Ensino Médio.</span></b></span></h3>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Alunos pesquisaram sobre a
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algumas imagens que ilustram a fase da guerra e construíram um texto com
imagens e textos. Em seguida, houve discussão oral anotando em quadro as
intervenções realizadas.</span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxBPPXqSejHoPJE3Cq_0RVxiVKX19zB6X6ya3XnVTRqeMEcq4aowola3iksC0AwfwZtl3XFHvcZqH09Iju0fCfS0QNOk5VdvCsChaql2wyemNOgFc8MzKuaGLvJRFlt0bONg0Rq2m4D0yG/s1600/ALUNOS+NA+SALA+DE+INFORM%C3%81TICA+006+%282%29.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxBPPXqSejHoPJE3Cq_0RVxiVKX19zB6X6ya3XnVTRqeMEcq4aowola3iksC0AwfwZtl3XFHvcZqH09Iju0fCfS0QNOk5VdvCsChaql2wyemNOgFc8MzKuaGLvJRFlt0bONg0Rq2m4D0yG/s320/ALUNOS+NA+SALA+DE+INFORM%C3%81TICA+006+%282%29.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Grupos de estudos pesquisando</td></tr>
</tbody></table>
<br /></div>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0tag:blogger.com,1999:blog-2768734748270651363.post-87950044552915528432011-05-18T05:30:00.000-07:002011-05-18T05:39:06.830-07:00CONHEÇA OUTROS SITES DE BUSCAS NA INTERNET<!--[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/> 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style="line-height:150%;font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";" ><span style="color: rgb(204, 0, 0); font-weight: bold;">O <a href="Google">Google</a></span> pode ser o campeão nas buscas do dia a dia, mas na hora de procurar por assuntos específicos ou encontrar conteúdos diferentes, o ideal é ter outros buscadores na manga. A gente separou três opções que vão facilitar a sua vida e inovar as suas buscas.</span></span></p><span style="font-size:85%;"> </span><p class="MsoNormal" style="mso-margin-top-alt:auto;margin-bottom:0cm;margin-bottom: .0001pt;text-align:justify;text-indent:35.4pt;line-height:150%"><span style="font-size:85%;"><span style="line-height:150%;font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";" ><span style="color: rgb(0, 0, 153); font-weight: bold;">O primeiro deles é o <a href="http://www.qwiki.com/">Qwiki</a></span>. Além de trazer tudo sobre um determinado assunto, esse mecanismo ainda monta automaticamente um pequeno vídeo sobre o tema, cheio de imagens e informações legais. Ao digitar Brasil, por exemplo, o buscador prepara um filme que mostra a localização do país no mapa, dados sobre a economia, história, geografia e cultura do país. Tudo com fotos incríveis.</span></span></p><span style="font-size:85%;"> </span><p class="MsoNormal" style="mso-margin-top-alt:auto;margin-bottom:0cm;margin-bottom: .0001pt;text-align:justify;text-indent:35.4pt;line-height:150%"><span style="font-size:85%;"><span style="line-height:150%;font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";" >Ele ainda traz uma legenda da narração do vídeo, caso você não possa escutar o áudio da apresentação. Assim que o vídeo é finalizado, é possível clicar em assuntos relativos, sugeridos pelo próprio buscador, e compartilhar as informações em alguma rede social. O buscador é ideal para ajudar a organizar uma viagem ou descobrir mais sobre fatos históricos.</span><span style=" line-height:150%;font-family:"Times New Roman","serif";mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";" ></span></span></p><span style="font-size:85%;"> </span><p class="MsoNormal" style="mso-margin-top-alt:auto;margin-bottom:0cm;margin-bottom: .0001pt;text-align:justify;text-indent:35.4pt;line-height:150%"><span style="font-size:85%;"><span style="line-height:150%;font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";" ><span style="color: rgb(0, 0, 153); font-weight: bold;">Já o <a href="http://www.wolframalpha.com/">Wolfram Alpha</a></span> dá acesso a todos os conteúdos científicos, como fórmulas de matemática e física, além de fazer contas de matemática. Ele calcula a quantidade de calorias ou faz conversões rapidinho, basta digitar as palavras-chave e os números. A cada busca, ele fornece o máximo de informações sobre o cálculo, o número e os valores, mostrando gráficos ou equações. O interessante é que aqui, até mesmo uma simples palavra como "casa", pode gerar muito conteúdo de conhecimento, como sinônimos, origem e pronúncia da palavra. O único problema é que o site ainda não está disponível para outros idiomas e a busca, normalmente, só acha palavras em inglês. De qualquer forma, é uma boa opção até para aprender a pronúncia correta, ou até descobrir o significado de alguma coisa. O site ainda dá boas sugestões de buscas e permite compartilhar os conteúdos nas redes sociais.</span></span></p><span style="font-size:85%;"> </span><p class="MsoNormal" style="mso-margin-top-alt:auto;margin-bottom:0cm;margin-bottom: .0001pt;text-align:justify;text-indent:35.4pt;line-height:150%"><span style="font-size:85%;"><span style="line-height:150%;font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";" ><span style="color: rgb(0, 0, 153); font-weight: bold;">A última dica é o Search4RSS</span>: um verdadeiro buscador de buscadores. Nele é possível selecionar em qual buscador você quer encontrar seu conteúdo e, ainda, achar Feeds de sites de todo o mundo. Ele trabalha com o Google, Technorati, Wikipedia, YouTube, Twitter, Flickr, Imdb, TheFind e ILike. Basta escrever a palavra chave nesta caixinha e ir clicando na setinha para escolher em qual site você quer procurar. Em cada uma das opções, é possível selecionar também que tipo de conteúdo você quer: sejam imagens, posts ou vídeos. A dica é não esquecer de apertar o "Enter" depois de escrever a palavra, pois só assim os resultados vão aparecer na sua tela.<br /></span><span style="line-height:150%;font-family:"Times New Roman","serif"; mso-fareast-Times New Roman";mso-fareast-language:PT-BRfont-family:";" >Fonte: <a href="http://olhardigital.uol.com.br/produtos/central_de_videos/conheca_alguns_buscadores_diferentes_para_voce_explorar_a_internet"><span style="color:blue;">Olhar Digital</span></a></span></span> </p><p class="MsoNormal"><span style="font-size:130%;"> </span></p>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com1tag:blogger.com,1999:blog-2768734748270651363.post-19156592532363225132011-04-30T08:53:00.000-07:002011-04-30T09:13:33.927-07:00Mesopotâmia e Egito<!--[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/> 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class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Colégio Estadual Fred Gedeon</span></b></span></p> <p class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >História – II Unidade -1º Ano – Ensino Médio – 2011</span></b></span></p> <p class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Sobre o estudo da Mesopotâmia e dos Egípcios.</span></b></span></p><p style="text-align: justify;">No Egito, a sociedade se dividia em algumas camadas, cada uma com suas funções bem definidas. A mulher, ao contrário da maioria das outras civilizações da antiguidade oriental, possuia posição excêntrica, podendo ocupar altos cargos políticos e religiosos, estabelecendo relativa igualdade com o homem.</p><div style="text-align: justify;"> </div><p style="text-align: justify;">A sociedade egípcia era heterogênea, dos quais se destacam 3 ordens principais:</p><div style="text-align: justify;"> </div><ul style="text-align: justify;"><li>Faraó e sua família;</li><li>Nobreza (detentora real das terras), Escribas (burocratas) e o Clero (sacerdotes);</li><li>Felás (camponeses, trabalham presos a terra e em obras públicas);</li></ul><div style="text-align: justify;">Existe uma grande falta de conhecimento sobre a origem dos sumérios, porém há notícia que, por volta de <a href="http://pt.wikipedia.org/wiki/3000_a.C." class="mw-redirect" title="3000 a.C.">3000 a.C.</a>, eles se estabeleceram ao sul da Mesopotâmia, próximo ao golfo Pérsico. </div><p style="text-align: justify;">[Cidades e organização administrativa No começo de sua história, os sumérios fundaram várias comunidades que, pouco a pouco, foram-se transformando em cidades-estados. Dessa forma surgiram as cidades de Ur, Uruk, Lagash, Nippur. As mais importante delas foi Ur.</p>Fonte: <a href="http://pt.wikipedia.org/wiki/Hist%C3%B3ria_Antiga#Mesopot.C3.A2mia">http://pt.wikipedia.org/wiki/Hist%C3%B3ria_Antiga#Mesopot.C3.A2mia</a><p class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Relacionando Conteúdos</span></b></span></p> <p class="MsoNoSpacing" style="margin-left: 36pt; text-indent: -18pt; text-align: justify;"><span style="font-size:100%;"><b style=""><span style=";font-family:";" ><span style="">1-<span style="font: 7pt "Times New Roman";"> </span></span></span></b><b style=""><span style=";font-family:";" >Escreva um pequeno texto comparando as sociedades do Egito e da Mesopotâmia. Considere aspectos como as obras de controle da natureza, a religião, o poder político e a escrita.</span></b></span></p>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com28tag:blogger.com,1999:blog-2768734748270651363.post-86300844580801021652011-04-30T08:44:00.000-07:002011-04-30T09:08:12.458-07:00Trabalho Escravo na Atualidade<!--[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/> 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normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-fareast-language:EN-US;} </style> <![endif]--> <p class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Colégio Estadual Fred Gedeon</span></b></span></p> <p class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >História – II Unidade - 2º Ano – Ensino Médio – 2011</span></b></span></p> <p class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><u><span style=";font-family:";" >Trabalho Escravo na Atualidade</span></u></b></span></p> <p style="text-align: justify;"><span style=";font-family:";font-size:100%;" >Nas letras da lei, a escravidão está extinta, porém em muitos países, principalmente onde a democracia é frágil, há alguns tipos de escravidão, em que mulheres e meninas são capturadas para serem escravas domésticas ou ajudantes para diversos trabalhos. Há ainda o tráfico de mulheres para prostituição forçada, principalmente em regiões pobres da Rússia, Filipinas e Tailândia, dentre outros países.</span></p><div style="text-align: justify;"> </div><p style="text-align: justify;"><span style=";font-family:";font-size:100%;" >A expressão <em><span style=";font-family:";" >escravidão moderna </span></em>possui sentido metafórico, pois não se trata mais de compra ou venda de pessoas. No entanto, os meios de comunicação em geral utilizam a expressão para designar aquelas relações de trabalho nas quais as pessoas são forçadas a exercer uma atividade contra sua vontade, sob ameaça, violência física e psicológica ou outras formas de intimidações. Muitas dessas formas de trabalho são acobertadas pela expressão <em><span style=";font-family:";" >trabalhos forçados</span></em>, embora quase sempre impliquem o uso de violência.</span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >Vale lembrar que o trabalho escravo não existe somente no meio rural, ocorre também nas áreas urbanas, nas cidades, porém em menor intensidade. O trabalho escravo urbano é de outra natureza. No Brasil, os principais casos de escravidão urbana ocorrem na região metropolitana de São Paulo, onde os imigrantes ilegais são predominantemente latino-americanos, sobretudo os bolivianos e mais recentemente os asiáticos, que trabalham dezenas de horas diárias, sem folga e com baixíssimos salários, geralmente em oficinas de costura. A solução para essa situação é a regularização desses imigrantes e do seu trabalho.</span></p><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >Orson Camargo<br />Colaborador Brasil Escola<br />Graduado em Sociologia e Política pela Escola de Sociologia e Política de São Paulo – FESPSP<br />Mestre em Sociologia pela Universidade Estadual de Campinas – UNICAMP</span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Fonte: <a href="http://www.brasilescola.com/sociologia/escravidao-nos-dias-de-hoje.htm">http://www.brasilescola.com/sociologia/escravidao-nos-dias-de-hoje.htm</a></span></b></span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Mudanças e permanências.</span></b></span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >- Ainda hoje existem denuncias sobre formas de trabalho escravo, até mesmo infantil, em nosso país. Pesquisem em jornais e revistas sobre essa realidade e apresente sugestões para modificá-la.</span></b></span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Obs.: Não se esqueça de colocar a origem da pesquisa.</span></b></span></p>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com21tag:blogger.com,1999:blog-2768734748270651363.post-64373225521719212942011-04-30T08:40:00.000-07:002011-04-30T09:10:22.497-07:00A Origem do Fascismo<!--[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> 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name="Bibliography"> <w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabela normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-fareast-language:EN-US;} </style> <![endif]--> <p style="text-align: justify;" class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >Colégio Estadual Fred Gedeon</span></b></span></p><div> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" >História – II Unidade - 3º Ano – Ensino Médio – 2011</span></b></span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style="font-size:100%;"><b style=""><span style=";font-family:";" > </span><u><span style=";font-family:";" >A Origem do Fascismo</span></u></b></span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >O fascismo é um regime autoritário de extrema-direita desenvolvida por Benedito Mussolini, a partir de 1919 na Itália.<br />O termo fascismo deriva de fascio, nome do grupo político que surgiu na Itália no fim do século XIX e começo do século XX.</span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >Os fascistas, em 1922, organizaram uma marcha sobre Roma, pois pretendiam tomar o poder militarmente e ocupar prédios públicos e estações ferroviárias, exigindo a formação de um novo gabinete.<br />Os fascistas, em 1923, passaram a desenvolver um programa de separação da igreja do estado, um exército nacional, um imposto progressivo, desenvolvimento de cooperativas e principalmente a república italiana.</span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >O fascismo na Itália foi estabelecido uma década antes da chegada de Hitler (nazismo) ao poder, tendo em vista o contexto da Itália na Primeira Guerra e devido a um medo de que os esquerdistas tomassem o poder, Mussolini conseguiu chegar ao poder na Itália, como primeiro ministro italiano.</span></p><div style="text-align: justify;"> </div><div style="text-align: justify;"> </div><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >O fascismo de certa forma era resultado de um sentimento geral de medo e ansiedade dentro da classe média do pós-guerra, devido convergências de pressões inter-relacionadas de ordem econômica, política e cultural.</span></p><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >As principais características do fascismo foram:</span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >- nacionalismo: exaltação do país italiano que coloca como país supremo em termos de desenvolvimento;<br />- cerceamento da liberdade civil: pois trata-se de um regime autoritário;<br />- Unipartidarismo: o único partido permitido pelo governo era o próprio partido fascista;<br />- Derrota dos movimentos de esquerda;<br />- limitação ao direito dos empresários de administrar sua força de trabalho. </span></p><div style="text-align: justify;"> </div><p style="text-align: justify;" class="MsoNoSpacing"><span style=";font-family:";font-size:100%;" >Mesmo com a exaltação da nação e muitas vezes da raça acima do indivíduo, o fascismo não chegou a ser semelhante igual ao nazismo que utilizava violência e práticas modernas de propaganda e censura para suprimir pela força a oposição política e econômica severa e sustentar o nacionalismo utilizando práticas de xenofobias.<br />O modelo econômico adotado pelo fascismo foi eficiente na modernização da economia industrial e na diminuição do emprego.<br /></span></p><span style="font-size:100%;">Fonte: <a href="http://www.historiadomundo.com.br/idade-contemporanea/fascismo.htm">http://www.historiadomundo.com.br/idade-contemporanea/fascismo.htm</a></span><br /><br /><span style="font-size:100%;"></span><div style="text-align: justify;"> </div><div style="text-align: justify;"> </div><p class="MsoNoSpacing" style="margin-left: 36pt; text-indent: -18pt; text-align: justify;"><span style=";font-family:";font-size:100%;" ><span style="">1<span style="font: 7pt "Times New Roman";"> </span></span></span><span style=";font-family:";font-size:100%;" >- Pontue os principais pontos que o grupo achar relevante,sobre o tema, identificando seus principais aspectos que acharem negativos.</span></p><p class="MsoNoSpacing" style="margin-left: 36pt; text-indent: -18pt; text-align: justify;"><span style=";font-family:";font-size:100%;" >Obs.: Não esqueça de colocar as fontes, caso faça pesquisas em outras bibliografias.<br /></span></p> <p class="MsoNoSpacing"><span style=";font-family:";font-size:12pt;" > </span></p>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com13tag:blogger.com,1999:blog-2768734748270651363.post-49555266238042948442011-02-24T17:37:00.000-08:002011-02-24T17:39:15.595-08:00Por mínimo de R$ 545, Dilma decide corrigir tabela do IR<p> Na semana em que tenta emplacar no Congresso o salário mínimo de R$ 545, o governo decidiu que irá corrigir em 4,5% a tabela do Imposto de Renda para 2011, informa reportagem de <b>Ana Flor</b>, publicada nesta segunda-feira pela <b>Folha</b> (<a href="http://www1.folha.uol.com.br/fsp/poder/po1402201102.htm">íntegra</a> disponível para assinantes do jornal e do UOL). </p> <p> O reajuste da tabela significa que o trabalhador vai pagar menos imposto. </p> <p> Em outras palavras, o governo aceita arrecadar menos para evitar o impacto nas contas de um mínimo acima dos R$ 545 --o salário é base para o pagamento de aposentadorias pelo INSS. </p> <p style="text-align: justify;"> A votação do mínimo, marcada para quarta-feira, será o primeiro teste de fidelidade da base aliada do governo de Dilma Rousseff. Com a correção da tabela, o Planalto avalia que poderá convencer parte da base descontente com os R$ 545. </p><div style="text-align: justify;"> </div><p style="text-align: justify;"> As centrais, que defendiam uma correção do IR em 6,46%, não têm seu pleito atendido integralmente, mas conseguem manter uma regra que deixou de valer no ano passado. </p><div style="text-align: justify;"> </div><p style="text-align: justify;"> As correções da tabela do IR em 4,5% ao ano de 2007 a 2010 foram adotadas após acordo para impedir que a reposição salarial pela inflação fosse tributada. O acordo não valia para 2011. </p><div style="text-align: justify;"> </div><p style="text-align: justify;"> O anúncio será feito após a votação do mínimo e está condicionado à aprovação do valor proposto. </p><div style="text-align: justify;"> </div><p style="text-align: justify;"> Leia a reportagem completa na <a href="http://www1.folha.uol.com.br/fsp/poder/inde14022011.htm"><b>Folha</b></a> desta segunda-feira, que já está nas bancas. </p>Professor Genivaldo Pereirahttp://www.blogger.com/profile/00903553706870228517noreply@blogger.com0