Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
Endgame Foundations
Copy to clipboard
Endgame Foundation build
https://youtu.be/OEJMNg-TNFE
The Preview feature is unavailable at the time.
Animate
Blueprint
BLUEPRINT:0,10,1131,0,0,0,0,0,637764922525970391,0.8.23.9989,Endgame%20Foundations,IN%3A%2012%20iron%20ore%2Fs%20%2B%2012%20stone%2Fs%0AOUT%3A%204.5%20Foundations%2Fs"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"DC3C9252F32FA52694337C00F8F9E9F9
Copy to clipboard
Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
17 times
Created:
over 2 years ago
2
This blueprint requires
506
structures
36
12
12
12
10
3
3
2
1
95
359
Tagged with