Dyson Sphere
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simple 2x horizontal and vertical band
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First own design. Simple 2x horizontal and vertical band meeting at the poles.
9000m Radius, 25660 Structure Points, 219392 Cell Points
5,37 GW on a K-type star
Blueprint
DYBP:0,638117444019729426,0.9.27.15466,4,90"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"E6F4F184F90707FABCD4D8D69F92EFD6
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Author:
Oepix
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
6 times
Created:
about 2 years ago
0
Dyson Sphere summary
Not available yet
Tagged with
Singlelayer