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Deuteron Fuel Rod Build
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1st Interstellar Logistics Station setup: deuterium, titanium alloy, super-magnetic ring
2nd Interstellar Logistics Station setup: deuteron fuel rod
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"C8946F66A923B66BBEC6A55577FC8C6D
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Author:
borat_pharaoh
Collection:
Public
Game version:
0.8.20.8116
Copied:
2 times
Created:
over 2 years ago
0
This blueprint requires
1139
structures
2
1
60
60
6
240
830
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