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Black Hole Sphere
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A Dyson sphere built around a black hole with an accretion disk in mind.
Blueprint
DYBP:0,638063933957106386,0.9.27.15033,4,90"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"E6FD7378C797D6861DE6AB82E75561B3
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Author:
Lenin40k
Collection:
Dyson Spheres
Game version:
0.9.27.14546
Copied:
8 times
Created:
over 2 years ago
5
Dyson Sphere summary
Not available yet
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