Dyson Sphere
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2 spheres of long, evenly spaced panels, each orbiting in opposite directions. Full sphere generation with a light show. Photo is top-down and partly constructed to show details better.
Blueprint
DYBP:0,637834418825791409,0.9.24.11286,4,75"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"03A4CC96098B985F5A7B92816CD41037
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Author:
kris44dad
Collection:
Dyson Spheres
Game version:
0.9.24.11271
Copied:
15 times
Created:
about 3 years ago
4
Dyson Sphere summary
Not available yet
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