Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
060 - Mass Fuel Rods
Copy to clipboard
This blueprint is part of my 2024 Masterclass series. Check it out here:
https://www.youtube.com/playlist?list=PLvL9DTY8LNDNz7CmTth48nklHkhJS_1jJ
The Preview feature is unavailable at the time.
Animate
Blueprint
BLUEPRINT:0,10,1802,0,0,0,0,0,638463914603508771,0.10.29.21950,Mass%20Fuel%20Rods,Will%20produce%202%20Deuteron%20rods%2Fs%2C%20which%20is%20enough%20to%20generate%201200%20MW%20of%20power%20with%20fusion%20plants."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"853C4C22762D321FCC91045D1114D487
Copy to clipboard
Author:
The Dutch Actuary
Collection:
2024 Master Class
Game version:
0.9.27.15466
Copied:
7 times
Created:
about 2 months ago
0
This blueprint requires
1226
structures
192
2
26
49
15
20
4
2
3
2
3
25
3
3
8
6
3
2
1
931
Tagged with