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Smelter Extension x48 (Empty)
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Extension of my 48 smelter setup to make it bigger, note: MK III belts can only provide ore for one extension.
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BLUEPRINT:0,21,2302,506,0,0,0,0,638002378749026010,0.9.27.14659,Smelter%20Extention%20x48%20%28Empty%29,"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"51ED2C4A67E9B94320E5144EAD6146AE
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Author:
Kinggo
Collection:
Factories
Game version:
0.9.27.14546
Copied:
2 times
Created:
about 2 years ago
0
This blueprint requires
341
structures
48
8
96
189
Tagged with