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Compact Fractionators
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A compact, proliferated fractionating setup. Produces around 1100 deuterium/min and they tile together nicely. Place a bunch of these on a planet next to a gas giant and get a ton of deuterium for all your needs
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BLUEPRINT:0,30,2314,2040,1143,0,0,0,638410152516440033,0.10.28.21308,Compact%20Piled%20Fractionators%20%28Proliferated%29,"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"6D33D41D750516039DA1303FCE4F79BC
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Author:
gimbalhawk
Collection:
Factories
Game version:
0.9.27.15466
Copied:
3 times
Created:
over 1 year ago
2
This blueprint requires
441
structures
8
1
9
8
8
407
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