Perfuradora deve alcançar galeria de mineradores presos no fim de semana

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O ministro da Mineração chileno, Laurence Golborne, estimou nesta quinta-feira que a perfuradora
"Schramm T-130" atinja no fim de semana as galerias da mina onde estão presos 33 operários desde o dia 5 de agosto, no norte do país.
O ministro disse aos jornalistas que a máquina, que trabalha no "plano B", vai superar "em mais umas horas" os 500 metros de profundidade e, possivelmente, chegará durante o fim de semana aos 630 metros, onde se encontra uma pequena oficina à qual os mineradores têm acesso.
Golborne precisou, no entanto, que esta é a primeira perfuração, de cerca de 30 centímetros de diâmetro. Após essa etapa, será trocada uma peça da máquina, para que ela retorne à superfície alargando o orifício para 65 centímetros, processo que vai durar "várias semanas".
Embora tenha sido prudente quanto a previsão de prazos, o ministro disse que, se o processo não sofrer contratempos, os mineradores podem ser resgatados no início de novembro.
"Os planos de trabalho nos levam ao princípio de novembro. À medida que conseguirmos avançar melhor que o previsto, podem ser encurtados, assim como podem ser alongados se encontrarmos contratempos", explicou.
Por outro lado, no "plano A", a máquina escavou até os 320 metros, e no momento encontra-se parada para a realização de trabalhos de manutenção. A estimativa é que a atividade seja retomada durante o fim de semana.
As equipes de resgate montaram nesta quinta-feira a máquina de 42 metros de altura e 40 toneladas que trabalhará no "plano C".
A perfuradora, que começará a trabalhar na próxima segunda-feira, cava diretamente um duto de cerca de 70 centímetros de diâmetro, ao contrário das outras duas, e pode avançar entre 20 e 30 metros ao dia.
O ministro de Mineração indicou que os 33 mineiros estão em bom estado de saúde e são informados sobre os avanços de seu resgate.
Golborne confirmou também que o presidente chileno, Sebastián Piñera, viajará à mina no próximo domingo, por conta dos festejos do bicentenário da independência do país.(Folha)

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