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A hexagonal star shaped Dyson ball pattern
Blueprint
DYBP:0,638388911010013802,0.10.28.21014,2,90"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Author:
Rin Shiki
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
0 times
Created:
7 months ago
0
Dyson Sphere summary
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