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Notícia

Duran defende trem turístico na região e busca soluções para Venceslau

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
25/11/2013

Na manhã desta sexta-feira, 22, o prefeito de Presidente Venceslau, Jorge Duran participou de uma reunião na cidade de Álvares Machado, que contou com a presença de mais sete prefeitos da região, entre eles, o prefeito “Picucha” de Presidente Epitácio.
Na oportunidade, os chefes do poder executivo, trataram da implantação de um trem turístico partindo de Presidente Prudente com destino a Presidente Epitácio, e fizeram pedidos para o superintendente regional do Dnit, Ricardo Madalena, e o assessor da diretoria de relações institucionais da ALL, Emanuel Tavares Costa Júnior.
O prefeito Duran defendeu a criação do projeto na região com o objetivo de revitalizar o transporte ferroviário, e recuperar prédios das estações ferroviárias das cidades.
“Acredito que será de extrema importância a implantação do trem turístico para a região. A medida terá um valor cultural muito grande, uma vez que, cada estação deverá contar um pouco da história da cidade para os turistas que participarem do trajeto”, destacou Duran.
No trajeto entre Presidente Prudente e Presidente Epitácio, o trem faria paradas de aproximadamente 20 minutos em cada uma das estações presentes no trecho. Dessa forma, caberá a cada município recuperar os prédios abandonados e transformar esses locais em pontos turísticos.
A princípio, a intenção é contratar uma empresa especializada no transporte turístico ferroviário, para explorar o roteiro aos fins de semana e feriados. Ainda que o serviço não seja terceirizado, o Dnit já se comprometeu a conceder vagões de passageiros e imóveis pertencentes à extinta Rede Ferroviária Federal, localizados no eixo da antiga Ferrovia Sorocabana, para viabilizar a iniciativa.
O prefeito venceslauense esteve acompanhado do Chefe Municipal do Setor de Trânsito, Edvaldo Sorigotti, e dialogou com o assessor da diretoria de relações institucionais da ALL, Emanuel Tavares Costa Júnior, no objetivo de regularizar a passagem de nível “Arlindo Pinto da Silva”, localizada nas proximidades da antiga estação ferroviária.
(ASSESSORIA MUNICIPAL DE IMPRENSA)


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