Belém e Santarém no Plano Nacional de Ferrovias
Belém
e Santarém estão incluídas no Programa Nacional de Investimentos em
Logística, lançado nesta quarta-feira (15) em Brasília. Apresentado pela
presidente Dilma Rousseff e o ministro dos Transportes, Paulo Sérgio
Passos, o programa prevê a extensão da Ferrovia Norte-Sul até o porto de
Vila do Conde, em Barcarena, na Região
Metropolitana de Belém, e a construção de uma linha ferroviária unindo
Santarém a Lucas do Rio Verde, no Mato Grosso. O vice-governador do
Pará e secretário especial de Gestão, Helenilson Pontes, participou do lançamento do programa, no Palácio do Planalto.
O ministro dos Transportes
detalhou o programa. Ao todo, R$ 133 bilhões serão investidos na
ampliação e melhoria das malhas rodoviária e ferroviária do Brasil, sendo R$ 79,5 bi nos próximos cinco anos e mais R$ 53,5 bi entre 20 e 25 anos após os investimentos iniciais. Somente para
o setor de ferrovias, serão R$ 91 bilhões. Segundo o ministro, o
programa objetiva uma maior integração entre rodovias, ferrovias,
hidrovias, portos e aeroportos do Brasil e maior articulação entre esses
meios e a cadeia produtiva nacional.
A prioridade no momento, segundo Sérgio
Passos, é duplicar eixos rodoviários, expandir rodovias e ferrovias e
reestruturar a exploração da malha ferroviária brasileira. A primeira
mudança significativa dentro do projeto foi o anúncio, durante a
cerimônia, da transformação da Empresa de Transporte Ferroviário de Alta
Velocidade (ETAV), por meio de Medida Provisória, em Empresa de
Planejamento e Logística (EPL) que será responsável pela estruturação de
projetos do governo nas áreas de rodovias, ferrovias, portos e
aeroportos.
Se na parte do programa referente a rodovias o Pará não
foi contemplado, o mesmo não aconteceu no que diz respeito às
ferrovias. Em discurso, o ministro dos Transportes anunciou que a
Ferrovia Norte-Sul terá um prolongamento, seguindo até o porto de Vila
do Conde, em Barcarena. O traçado inicial da Ferrovia Norte-Sul (EF-151)
previa a construção de 1,5 mil quilômetros de trilhos, cortando os
estados do Maranhão, Tocantins e Goiás.![](data:image/jpeg;base64,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)
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