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Graphite Smelter (upgraded)
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4500/min
With Arc Smelter: https://www.dysonsphereblueprints.com/blueprints/graphite-smelter
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BLUEPRINT:0,40,2315,2104,1109,0,0,0,637638686114088864,0.8.19.7863,Smelter%20Graphite,%204500%2Fmin%20"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"1862CF9AC4A93D3F7FF9DF575D4EE0D0
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7863
Copied:
15 times
Created:
over 3 years ago
2
This blueprint requires
694
structures
75
75
12
1
150
456
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