452 ALUNOS ESTÃO CONCORRENDO A PRÊMIOS NO CONCURSO DE REDAÇÃO
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)
![452 ALUNOS ESTÃO CONCORRENDO A PRÊMIOS NO CONCURSO DE REDAÇÃO](upload/not_ilustracao_145409066556aba9a988fa2.jpg)
DISSERTAÇÃO BILHETE CARTA POESIA DESCRIÇÃO TOTAL NARRAÇÃO
28 de julho de 2015
Encerrado o prazo para entrega dos textos que estarão concorrendo na edição 2015 do Concurso de Redação, o balanço é de uma participação bastante positiva dos alunos da Rede Municipal.
Ao todo foram entregues 452 trabalhos, abordando o tema "COMO CONSTRUIR A ESCOLA QUE QUEREMOS?".
Deste total, foram 125 da categoria BILHETE (2° e 3° Anos); 135 da categoria CARTA (4° e 5°Anos); 81 da categoria POESIA (6° e 7° Anos) e 111 da categoria DISSERTAÇÃO/NARRAÇÃO/DESCRIÇÃO (8° e 9°Anos).
Em relação a alunos da Educação de Jovens e Adultos (EJA), ao todo foram entregues 09 trabalhos, envolvendo todas as categorias.
As redações serão corrigidas por uma banca composta de três professores, que não atuam na Rede Municipal. O resultado será divulgado no dia 21 de agosto próximo. A premiação será no dia 28 de agosto, durante a programação da II FEIRA DO CONHECIMENTO.
DISSERTAÇÃO BILHETE CARTA POESIA DESCRIÇÃO TOTAL NARRAÇÃO
28 de julho de 2015
Encerrado o prazo para entrega dos textos que estarão concorrendo na edição 2015 do Concurso de Redação, o balanço é de uma participação bastante positiva dos alunos da Rede Municipal.
Ao todo foram entregues 452 trabalhos, abordando o tema "COMO CONSTRUIR A ESCOLA QUE QUEREMOS?".
Deste total, foram 125 da categoria BILHETE (2° e 3° Anos); 135 da categoria CARTA (4° e 5°Anos); 81 da categoria POESIA (6° e 7° Anos) e 111 da categoria DISSERTAÇÃO/NARRAÇÃO/DESCRIÇÃO (8° e 9°Anos).
Em relação a alunos da Educação de Jovens e Adultos (EJA), ao todo foram entregues 09 trabalhos, envolvendo todas as categorias.
As redações serão corrigidas por uma banca composta de três professores, que não atuam na Rede Municipal. O resultado será divulgado no dia 21 de agosto próximo. A premiação será no dia 28 de agosto, durante a programação da II FEIRA DO CONHECIMENTO.
TABELA RESUMO COM AS QUANTIDADES DOS TRABALHOS ENTREGUES
- » A Secretaria, a Rede e o Sistema Municipal de Ensino
- » Processo Interno de Seleção dos Gestores Escolares
- » Jornada Pedagógica
- » Documento Curricular Referencial Municipal (DCRM)
- » Plano de Carreira do Magistério
- » Regimento Escolar Unificado
- » Publicações de Atos - Executivo Municipal
- » Publicações de Atos - Sec
- » Conselho Municipal de Educação (CME)
- » Publicações de Atos - Cacs/Fundeb
- » Conselho de Alimentação Escolar (CAE)
- » Acervo Técnico/Pedagógico e Formações
- » Planos de Curso Alinhados à BNCC
- » Plano Municipal de Educação - PME
- » Período Letivo Continuum 2020/2021
- » Prova de Regularização