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Lazy Mk2 Conveyors
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Uses an iron ore and copper ore input to output 2x Mk2 conveyor factories. Fairly simple, but takes up a lot of space for what it is (thus the "lazy" part).
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BLUEPRINT:0,10,0,0,0,0,0,0,637652539931183482,0.8.20.8092,LazyMk2Conveyors,"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"09F2A403E48DB359E86D932A3458BC79
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Author:
xemphire
Collection:
Public
Game version:
0.8.20.7996
Copied:
8 times
Created:
over 3 years ago
3
This blueprint requires
540
structures
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