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electromagnetic turbines 112.5/m
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might need to upgrade the belts
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BLUEPRINT:0,10,1204,0,0,0,0,0,637910723090124822,0.9.26.12913,green%20part%20assemblers,"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"4F8729994E6C1D484A9A298D68F08F75
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Author:
Super Idol Childe Labour
Collection:
Factories
Game version:
0.9.26.12913
Copied:
12 times
Created:
almost 3 years ago
0
This blueprint requires
492
structures
25
5
10
5
5
2
8
1
67
25
364
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