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40 X 20 MassFactory || Smelt Anything Tier 3
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Smelt anything in proportion 1 to 1. Cnspm: 140Mw
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BLUEPRINT:0,30,2315,601,601,0,0,0,638166735577917301,0.9.27.15466,Smelt%20anything%20Tier%203%20,Smelt%20anything%20in%20proportion%201%20to%201.%20Cnspm%3A%20150Mw%0A"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"56FD7DF7EBA7BBBBC6BD31EFE419AAEC
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Author:
Snikov
Collection:
Factories
Game version:
0.9.27.15466
Copied:
2 times
Created:
about 2 years ago
2
This blueprint requires
384
structures
34
1
6
1
4
1
1
70
266
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