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7 Layer Alternator
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Simple alternating sphere print with "polar" holes.
Blueprint
DYBP:0,637802135738852241,0.9.24.11286,2,87"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"6570DD9A886717C711575F7A8C3D995F
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Author:
Plexias
Collection:
Dyson Spheres
Game version:
0.9.24.11271
Copied:
34 times
Created:
about 3 years ago
8
Dyson Sphere summary
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