Acessibilidade

Para navegação via teclado, utilize a combinação de teclas conforme o modelo abaixo:
Alt  +  [Nº do atalho]

Atalhos de navegação:

Atalhos para contraste do site:


Tamanho da fonte:

×fechar

Notícia

IPT inicia estudo de área em que uma mulher morreu no parque São Jorge

data:image/jpg;base64,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
10/12/2013

Nesta terça-feira, 10, equipes do Instituto de Pesquisas Tecnológicas (IPT), instituto vinculado à Secretaria de Desenvolvimento Econômico, Ciência e Tecnologia do Estado de São Paulo, iniciaram os trabalhos de averiguação de área do Parque São Jorge em Presidente Venceslau, onde no último dia 16 de março, uma mulher morreu após ceder o piso de residência localizada na Avenida do Estado.
O estudo que será realizado pelo instituto atende ao pedido feito junto ao Governo Estadual pelo prefeito Jorge Duran. O convênio para autorização dos trabalhos foi assinado no último mês de dezembro através do Programa de Apoio Tecnológico aos Municípios (PATEM), e tem como objetivo a realização de estudos e sondagens da área de galeria de água pluvial, e apurar a real situação de solo daquela região.
No exame está sendo utilizado o moderno aparelho GPR (Ground Penetrating Radar), que possui tecnologia suficiente para visualizar as feições em superfície.
O equipamento possibilita ter uma espécie de “raio-x” em profundidade e investigar as propriedades das camadas de solo, e analisar o grau de comprometimento do local onde aconteceu a tragédia.
“Desde a fatalidade, tomamos todas as providências possíveis no local. Prestamos total apoio as famílias envolvidas na situação, e buscamos parcerias junto ao governo estadual para que estudos detalhados nos mostrem as condições reais da área e quais os riscos que existem na região territorial. O Instituto Geológico já concluiu o laudo, e estávamos aguardando o IPT, que agora está trabalhando para coletar os dados que precisamos”, destacou o prefeito Jorge Duran, que acompanhou o início dos trabalhos nesta terça-feira. Ele esteve acompanhado do Chefe de Gabinete, Élcio Junior, e do Secretário de Planejamento, José Antonio Rachopi.
No último mês de agosto, o Instituto Geológico (IG) apresentou o seu relatório, concluindo que as medidas adotadas pela Administração Pública Municipal estão corretas, no sentido de isolar a área, reafirmando a existência de galeria no local, subsidiada no Laudo da Pericial Técnica da Polícia Civil.
Até a presente data, a prefeitura municipal data vem arcando com o aluguel das cinco (05) famílias que tiveram que desocupar suas casas por estarem em áreas consideradas de risco.

A Perícia da Policia Civil concluiu que a possível causa do acidente, seria o suposto rompimento de uma galeria de escoamento de águas pluviais. Na Prefeitura o Plano de Macrodrenagem Urbana, elaborado em 2012 não consta a existência de galeria no local. No entanto, os trabalhos dos institutos colaboram para as investigações das causas da tragédia, e baseados nestes resultados é que a administração municipal busca a tomada de medidas com segurança. O laudo do IPT deve ficar pronto em até 60 dias.
(Assessoria de Imprensa Municipal)


Mais notícias






Este site usa cookies para garantir que você obtenha a melhor experiência.