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Dark Fog Factories - Negentropy Smelter and Re-composing Assembler
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Creates and supplies Re-composing Assemblers and Negentropy Smelters. Upgrade the Mk III with the new Assemblers if you want, may also want to add bot supply.
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BLUEPRINT:0,32,2104,2318,2319,0,0,0,638398262698323550,0.10.28.21172,ILS%20-%20Fog%20Factories,Creates%20and%20supplies%20recomposing%20Assemblers%20and%20Negentroppy%20Smelters"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"C919FF784431D48FA385E3EDA27AC00C
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Author:
Xerxes25
Collection:
Factories
Game version:
0.9.27.15466
Copied:
11 times
Created:
about 1 year ago
2
This blueprint requires
342
structures
3
16
8
8
9
80
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