Trains on curves do not start automatically even though they are connected in the blueprint
Posted: Mon Jan 19, 2026 4:36 pm
https://youtu.be/GonpC4UKUeM
Related: viewtopic.php?t=132428
Blueprint:
Related: viewtopic.php?t=132428
Blueprint:
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