Dyson Sphere
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Design idea is to have all materials brought in though any means desired. Output is all on the opposite end where you can use any system you desire on the output.
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"C7E3DBB88567138C3B079020BA179A59
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Author:
NukeGL
Collection:
Offsite Mall
Game version:
0.9.27.15466
Copied:
1 time
Created:
over 1 year ago
1
This blueprint requires
592
structures
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