Cursed rare tungsten ore setup
Posted: Sat Aug 16, 2025 11:37 am
by h.q.droid
This is a mining setup intended for mass production of rare metallurgic science.
Screenshot:

It's still based on train-crushed-cars. This setup uses a long train with legendary rocket fuel to reliably crush cars even if they're rebuilt in the middle of locomotives. At 1000 mining productivity it produces about 2/3 green belt of rare Tungsten ore, with a trickle of legendary ore for infrastructure. Consumes cars and legendary rocket fuel from logistics network. The same setup can be adapted for coal and uranium.
Screenshot:

It's still based on train-crushed-cars. This setup uses a long train with legendary rocket fuel to reliably crush cars even if they're rebuilt in the middle of locomotives. At 1000 mining productivity it produces about 2/3 green belt of rare Tungsten ore, with a trickle of legendary ore for infrastructure. Consumes cars and legendary rocket fuel from logistics network. The same setup can be adapted for coal and uranium.
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