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4km square grid
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Smallest dyson sphere layer, square grid.
Blueprint
DYBP:0,638256689165204604,0.9.27.15466,1,75"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"0EFF05313E856EDC5E2D0F8499FBD5AE
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Author:
johnny
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
4 times
Created:
almost 2 years ago
1
Dyson Sphere summary
Not available yet
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