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Electromagnetic Turbines
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1350/min - Needs 1 Electric Motor blueprint (60 Assembler III)
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BLUEPRINT:0,40,2305,2104,1204,0,0,0,637638658216517730,0.8.19.7863,Turbines,1350%2Fmin%20-%20Needs%201%20Electric%20Motor%20blueprint%20%2860%20Assembler%20III%29"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"ACD070AEB9B5A9E2AF1E0B0B0DF19648
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7662
Copied:
15 times
Created:
over 3 years ago
5
This blueprint requires
803
structures
40
40
12
1
120
630
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