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@grongor
Created November 20, 2024 21:10
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Factorio Smart Train Stations

Blueprints for Requester/Provider train system. There are three books:

  1. Single Size Network - use if all your trains are the same length and you don't plan on changing that
  2. Multi Size Network - use if you want to use different train lengths, e.g. 1-4 and 1-1 (any sizes/combinations)
  3. Loading & Unloading - few simple examples of loading/unloading for 1-4 trains. Shows how to connect the chests via green wire to the first electric pole.

Basically, if you liked the LTN mod...this is it in vanilla :)

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