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Silicon Smelter (upgraded)
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4500/min
With Arc Smelter: https://www.dysonsphereblueprints.com/blueprints/silicon-smelter-1cbbc3d0-c8d4-4af5-b1a1-529c5066c5a9
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BLUEPRINT:0,40,2315,2104,1105,0,0,0,637638693518152847,0.8.19.7863,Smelter%20Silicon,%204500%2Fmin%20"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"9ABBCF00C50D83194BD4315379AC64F9
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7863
Copied:
19 times
Created:
over 3 years ago
4
This blueprint requires
828
structures
75
75
12
1
150
590
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