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Polar Hub for Production Planets
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This is an addition to JJAPTSTER's bp for mining planet polar hubs. Additional artificial suns for power demand.
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BLUEPRINT:0,24,2104,2210,0,0,0,0,637815853869966658,0.9.24.11286,Polar%20Mall%20Production%20Planet,Extra%20suns%20for%20production%20planets"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"2413A768ADDB9B707C68A04FA001A1E4
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Author:
Hammer
Collection:
Factories
Game version:
0.9.24.11271
Copied:
2 times
Created:
about 3 years ago
1
This blueprint requires
537
structures
38
12
5
1
39
442
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