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Laser Turret
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Takes iron, magnet, copper and glass from ILS to produce laser turrets. 20/min production rate
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BLUEPRINT:0,10,3002,0,0,0,0,0,638386328409774992,0.10.28.20959,laser%2020%2Fmin,"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"0AC7FBD7243E6C6C0C4FF93091B9530E
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Author:
9
Collection:
Factories
Game version:
0.9.27.15466
Copied:
8 times
Created:
over 1 year ago
0
This blueprint requires
665
structures
34
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9
9
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