Dyson Sphere
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Pentagrams and Triangles
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Orbit: 50K
Structure: 268,800
Cell: 6,352,066
Power Output: ~121GW @ Luminosity 1.0
Blueprint
DYBP:0,638816005591721804,0.10.32.25783,2,82"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"310E6E7512DB0BB017ADC937BCD83EAC
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Author:
Oak
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
0 times
Created:
9 days ago
1
Dyson Sphere summary
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Dyson Sphere