Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
Mid 2000 / Min Sulfuric Acid + Blue Proliferator
Copy to clipboard
Place either North/South of the equator, fairly narrow footprint
The Preview feature is unavailable at the time.
Animate
Blueprint
BLUEPRINT:0,10,1116,0,0,0,0,0,638426366783184070,0.10.29.21904,T1%20Sulfuric%20Acid,2000%2Fmin%20%7CMid%20Equator%20Placement%7C"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"85122BF656937871928389A2225731CD
Copy to clipboard
Author:
ancientmech
Collection:
Factories
Game version:
0.9.27.15466
Copied:
9 times
Created:
about 1 year ago
1
This blueprint requires
945
structures
1
40
40
6
17
160
721
Tagged with