Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
10 Layer sphere for complete coverage
Copy to clipboard
10 layer graticule grid
Blueprint
DYBP:0,637787108005290920,0.9.24.11209,2,90"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"5E9A227E8F7293C6E621A3D572233696
Copy to clipboard
Author:
barkulon
Collection:
Dyson Spheres
Game version:
0.9.24.11240
Copied:
49 times
Created:
about 2 years ago
9
Dyson Sphere summary
Not available yet
Tagged with
10 Layer
Add a Factory
Add a Dyson Sphere
Add a Mecha
