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Titanium Smelter (upgraded)
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4500/min
With Arc Smelter: https://www.dysonsphereblueprints.com/blueprints/titanium-smelter
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BLUEPRINT:0,40,2315,2104,1106,0,0,0,637638692764470199,0.8.19.7863,Smelter%20Titan,"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"CEAC8DCC53FBC88220E3BCBF234BA3B2
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7863
Copied:
14 times
Created:
over 3 years ago
4
This blueprint requires
828
structures
75
75
12
1
150
590
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