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Power poles on the Bus
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Simple example of a main bus, producing power poles
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BLUEPRINT:0,20,2201,2202,0,0,0,0,637650655509696991,0.8.20.7996,PowerPoles%20on%20the%20Bus,Simple%20example%20of%20a%20bus%20system%0AProduces%20Tesla%20and%20Wireless%20powerpoles"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"51EF0685EFDB82C2B8DCBEAC2A658620
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Author:
Rob
Collection:
Public
Game version:
0.8.20.7996
Copied:
0 times
Created:
over 3 years ago
1
This blueprint requires
1152
structures
27
6
4
3
8
6
40
12
6
16
6
20
15
1
176
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