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Geothermal Power Station from Raw - Skinny Version
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Geothermal Generators from Raw - Skinny design for placement in the highest latitudes
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BLUEPRINT:0,10,2213,0,0,0,0,0,637792567547814401,0.9.24.11286,New%20Blueprint,Geothermal%20Generators%20from%20Raw%20-%20Skinny%20design%20for%20placement%20in%20the%20highest%20latitudes"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"18DB9B6CCC0DCEA1C934A73E9CE75A59
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Author:
sumquy
Collection:
Factories
Game version:
0.9.24.11271
Copied:
8 times
Created:
about 3 years ago
2
This blueprint requires
797
structures
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