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
11/09/2014

O Prefeito Jorge Duran convida os moradores dos bairros Jardim Eldorado e Nico Moré a participar do próximo Governo Itinerante, neste sábado, dia 13, a partir das 9 horas da manhã, na EMEFEI João Rodrigues no bairro Jardim Eldorado. A presença da população é muito importante para que sejam expostas as necessidades dos bairros e assim a atual administração venha apresentar as soluções adequadas


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