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Dark Fog Sorter V1
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A sorter system for dark fog drops. It's speed is capped by how fast sorters work.
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BLUEPRINT:0,10,5203,0,0,0,0,0,638394772495442246,0.10.28.21172,Fog%20Sorter,"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"006AAD6FDBA003F1203BF5CCC5564AEE
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Author:
nagasshadow
Collection:
Factories
Game version:
0.9.27.15466
Copied:
5 times
Created:
over 1 year ago
1
This blueprint requires
276
structures
55
13
3
136
69
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