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PREFEITO DURAN ENTREGA QUIOSQUES NA PRAÇA WENCESLAU BRAZ

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
22/09/2015

Na tarde dessa sexta-feira o prefeito Jorge Duran entregou mais uma obra a população venceslauense. Trata-se de quatro quiosques que serão usados na área de alimentação, na Praça Wenceslau Brás, localizados no centro da cidade.
No final do ano passado a Prefeitura Municipal retomou os trabalhos de obras, com adequações, fez ajustes técnicos de engenharia, respeitando o projeto inicial, o que foi aprovado pela engenharia da Caixa Econômica Federal. A obra estava paralisada desde a administração passada por problemas ocorridos no convênio e com a empresa responsável pela execução dos serviços.
Após a reprogramação, os valores a título de investimento totalizaram R$ 93.280,26 sendo R$ 80.817,59 do Governo Federal e R$ 12.462,67 de contrapartida do Município.
"Pegamos a administração com problemas de gestão em relação a obras e serviços contratados. Tivemos que negociar, rescindir contratos, relicitar obras e serviços. Com perseverança vamos conseguindo desamarrar os nós que herdamos com obras inacabadas ou má-executadas por terceiros", comentou Duran.
O prefeito lembrou os avanços conseguidos até agora, como a retomada, conclusão e entrega das casas do conjunto habitacional Watanabe E-2, que foram entregues depois de mais de dez anos de longos problemas.
"Faço questão de lembrar estes episódios para esclarecer a população e deixar bem claro que não paralisamos ou abandonamos obras. Estamos trabalhando, dentro dos princípios da continuidade e eficiência, para começar e finalizar obras, além de concluir o que nos foi deixado, independente das dificuldades encontradas", finalizou Duran.


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