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Borrelsphere
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Dyson Sphere Optimized on Fast Building and Power Generation but Quite Expansiv you can Easily Layer it 10 Times for Maximum output
Blueprint
DYBP:0,638453634184289196,0.10.29.21950,1,90"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"803F84E4720707DDB25390EA8816E200
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Author:
delektrix
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
0 times
Created:
about 1 year ago
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Dyson Sphere summary
Not available yet
Tagged with
Optimized
Dyson Shell Layer