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Piled Row with Maximum Smelter Efficiency Prototype v1 Copper Ore/Ingot
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Trying to saturate outgoing belt. Makes 6,150 per minute in one row. Sandbox mode.
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BLUEPRINT:0,10,1104,0,0,0,0,0,638026873270897834,0.9.27.14659,Prototype2,6150%2010%20pilers"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"0D9504D144D1F830D7A2D2F689AF9517
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Author:
PersisNuva
Collection:
Factories
Game version:
0.9.27.14546
Copied:
1 time
Created:
over 2 years ago
0
This blueprint requires
634
structures
8
41
41
10
3
2
83
487
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