Inserter waiting for train to arrive next to empty trains
Posted: Thu Nov 21, 2024 9:39 pm
by Csiz
New bug introduced in 2.0.15 from 2.0.14.
Couldn't find a way to reproduce, but here is the relevant blueprint:
Couldn't find a way to reproduce, but here is the relevant blueprint:
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