Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
Copper Smelter 14400/min v1
Copy to clipboard
120 arc smelters with mk3 proliferator running at 2x speed producing 14400/min. Outgoing belts are piled 4x.
The Preview feature is unavailable at the time.
Animate
Blueprint
BLUEPRINT:0,50,2104,2003,2302,1143,1104,0,637805143196792387,0.9.24.11286,Copper%20Smelter%2014400%2Fmin%20v1,%0D%0A120%20arc%20smelters%20with%20mk3%20proliferator%20running%20at%202x%20speed%20producing%2014400%2Fmin.%20Outgoing%20belts%20are%20piled%204x.%0D%0A"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"22A1C823194B6C4658F433A1B0ADAA7D
Copy to clipboard
Author:
Haydos
Collection:
HaydosMang Smelting
Game version:
0.9.24.11271
Copied:
15 times
Created:
about 3 years ago
1
This blueprint requires
1613
structures
120
120
10
27
4
7
12
1
240
1192
Tagged with