Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
1B Energy Matricies (Red Cubes)
Copy to clipboard
Output 1B: Red Cubes
Input: 2B Hydrogen, 4B Coal
I had it fit vertically inside the a half of zone 1 so it should easy to tile. Also there should be a few places to insert byproduct hydrogen if needed
The Preview feature is unavailable at the time.
Animate
Blueprint
BLUEPRINT:0,21,6002,2104,0,0,0,0,637728176512769919,0.8.22.9331,1B%20Red%20Cubes%2020211118,"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"18A0CA5317D76172D95EB3B932D3D461
Copy to clipboard
Author:
Umabel
Collection:
Public
Game version:
0.8.22.9331
Copied:
3 times
Created:
over 3 years ago
0
This blueprint requires
869
structures
60
60
180
180
3
1
156
469
Tagged with