1. What did you do?
Tried dragging belt (triggering the automatic undergrounding behaviour)
2. What happened?
The going-under is created, but sometimes spurious middle ones are created, and sometimes no going-up is made.
3. What did you expect to happen instead? It might be obvious to you, but do it anyway!
I would expect it to ignore the cases where a single belt is missing, and jump under those.
4. Does it happen always, once, or sometimes?
yes, always
Examples:
For the left 4 it works properly (I checked all types of belt), but the right 4 do not work properly:
- Screenshot 2024-11-03 at 15.42.23.png (409.46 KiB) Viewed 178 times
I tried out all possibilities where we do not have 2 consecutive belts missing. I indicated the cases that do not work properly with a red box.
- Screenshot 2024-11-03 at 15.42.02.png (1.48 MiB) Viewed 178 times
Summarize: I found that 156 out of 224 do not work as expected. Note that I only tried dragging down-to-up (forward).
Here is the blueprint, so you can try all the permutations yourself:
Code: Select all
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