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25.9 GW polar powerplant (Artificial Star)
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25.9 GW polar powerplant.
Require external blue spray and black rod input.
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BLUEPRINT:0,10,2210,0,0,0,0,0,638105046502592925,0.9.27.15466,Power_pole_Gen2,"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"9D3C5A79A6D9966229AEE7603CB0D541
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Author:
Frolonov
Collection:
Factories
Game version:
0.9.27.14546
Copied:
44 times
Created:
over 2 years ago
4
This blueprint requires
1501
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25
180
2
1
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