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Iron Smelter
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4500/min, with upgraded smelters 9000/min
Upgraded: https://www.dysonsphereblueprints.com/blueprints/iron-smelter-upgraded
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BLUEPRINT:0,40,2302,2104,1101,0,0,0,637636838337823680,0.8.19.7815,Smelter%20E,"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"2518BAFA53097FF593514319CE1B5042
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7662
Copied:
16 times
Created:
over 2 years ago
4
This blueprint requires
828
structures
75
75
12
1
150
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