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Notícia

Escola ‘Arthuzina de Oliveira D’Incao’ atenderá 240 alunos no programa mais educação

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
07/02/2014

A EMEF “Prof.ª Arthuzina de Oliveira D’Incao” será a primeira escola do município de Presidente Venceslau a participar do Programa Mais Educação, do Ministério da Educação (MEC), que oferece uma jornada de educação em tempo integral.
A proposta do Programa é ampliar o tempo e o espaço da educação, ou seja, que os estudantes passem pelo menos mais três horas diárias com atividades educativas. Esse tempo a mais na escola é realizado através de oficinas. O MEC propõe uma grande listagem de oficinas e cada escola escolhe 6 delas.
A EMEF Prof.ª Arthuzina de Oliveira D’Incao atenderá 240 alunos divididos nos dois turnos, manhã e tarde, nas oficinas de acompanhamento pedagógico (letramento e alfabetização), judô, percussão, capoeira, recreação e lazer/brinquedoteca e horta.
Alguns critérios básicos nortearão a participação dos alunos no programa, como o índice de vulnerabilidade social e a participação no Programa Bolsa Família. Os alunos serão organizados em oito turmas: 04 no contraturno da manhã e 04 turmas no contraturno da tarde. Para os alunos que irão frequentar o ensino regular à tarde, as atividades terão início às 9 horas da manhã com um café da manhã e encerrarão às 12h com o oferecimento do almoço para que possam ingressar no ensino regular às 12h30m. Já os alunos que frequentam o ensino regular no período da manhã e saem às 11h40m irão almoçar também na escola e às 12h darão início às atividades nas oficinas do Programa Mais Educação até às 15h encerrando com o lanche da tarde.
O Programa terá o seu início no mês de fevereiro e as oficinas serão ministradas por monitores com habilidades nas modalidades das oficinas e que receberão ajuda de custo para alimentação e transporte, em regime de trabalho voluntariado.
Segundo a coordenadora do programa, Márcia Gomes da Silva Nunes, os recursos do Programa Mais Educação enviados pelo FNDE já estão sendo utilizados na compra de vários materiais: instrumentos musicais para a oficina de percussão, tatames e quimonos para a oficina de judô, roupas e instrumentos musicais para a oficina de capoeira, equipamentos para a horta, jogos e brinquedos diversos e de excelente qualidade para as oficinas de recreação e lazer/brinquedoteca e acompanhamento pedagógico.
Para a coordenadora do Programa “A ampliação da jornada escolar, ou seja, do tempo de permanência do estudante na escola, passando para no mínimo 7 horas diárias, é para acontecer de forma que privilegie uma proposta diferenciada de currículo. Não se propõe a realização de outro turno que em nada se diferencie do anterior e simplesmente manter os estudantes mais tempo na escola. Sonha-se com um turno onde os alunos das classes populares tenham acesso a saberes que, de uma forma geral, eles não tem, mas que agora será uma realidade em nossa escola.”
O Secretário Municipal de Educação, Sebastião Erculiani, acrescentou que “esta é mais uma conquista da administração do prefeito Jorge Duran, que não tem poupado esforços no sentido de melhorar a Escola Pública Municipal, celebrando convênios que aumentam a permanência do aluno na escola, melhorando assim sei desempenho. Este projeto representa a nossa intenção em aumentar o número de escolas que proporcionam formação integral aos alunos”, disse.
Atualmente, a rede municipal de ensino conta com quatro escolas de período integral, sendo a EMEFEI “Aparecida Therezinha de Medeiros”, EMEFEI “Profº Lúcio Mariano Pero”, EMEI “Profª Vitalina de Almeida Prado Ribeiro”, e EMEI “Profº Dagoberto Rodrigues da Silva Pinto”.
Segundo Erculiani, “a médio prazo haverá adequação dos prédios para a implantação do período integral em outras escolas do município”.
(Assessoria Municipal de Imprensa)


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