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
Paste this blueprint in editor mode. 4 substations are not connected, even though they could within the pole connection limit.
- 2022-08-23_0.PNG (17.36 KiB) Viewed 995 times
- 2022-08-23_1.PNG (14.38 KiB) Viewed 995 times