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OBRA DO ESF ELDORADO EM FASE DE ACABAMENTO

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
06/04/2015

Foi iniciada nesta semana a etapa de pintura e instalação de vidros nas obras de ampliação e reforma no ESF do Jardim Eldorado. Essa obra consiste na ampliação do posto e na reforma da área já construída. Com essa reforma o ESF estará capacitado a melhorar e ampliar o atendimento aos moradores do bairro.
Esse investimento foi possível através de parceria do Município com os governos Estadual e Federal e estão sendo aplicados nesta unidade R$ 234.200,41, com contrapartida de R$ 48.414,95 do município.
“Aqui no ESF do Jardim Eldorado a finalização das obras deve acontecer em vinte dias. Essa reforma vem para resolver o problema de falta de espaço que havia nesta unidade. Com esta ampliação e reforma, tanto a população como os profissionais terão um maior conforto".comentou o prefeito Jorge Duran.


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