Two inserters repeatedly get stuck.
- 08-10-2026, 20-53-53.png (2.63 MiB) Viewed 260 times
- 08-10-2026, 20-54-26.png (418.71 KiB) Viewed 260 times
- 08-10-2026, 20-54-41.png (458.1 KiB) Viewed 260 times
- 08-10-2026, 20-55-04.png (73.69 KiB) Viewed 260 times
Code: Select all
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