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Symmetric ball from Deltoids, Pentacles and Triangles
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Single layer
Blueprint
DYBP:0,637797662403202667,0.9.24.11286,4,85"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"BDE9D37774A309BD4B51CE2D1B3AB57F
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Author:
HUFantom
Collection:
Dyson Spheres
Game version:
0.9.24.11271
Copied:
44 times
Created:
about 3 years ago
8
Dyson Sphere summary
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