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Direct Insertion Electromagnetic Turbine
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It's a 240/min Electromagnetic turbine setup which uses Iron (1440/min) Copper (960/min) Magnet (960/min). Can be fed by an ILS, or PLS, ore from furnaces!
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BLUEPRINT:0,10,1204,0,0,0,0,0,637681994861935293,0.8.21.8562,Direct%20Insertion%20Turbine,It%27s%20a%20240%2Fmin%20Electromagnetic%20turbine%20setup%20which%20uses%20Iron%20%281440%2Fmin%29%20Copper%20%28960%2Fmin%29%20Magnet%20%28960%2Fmin%29.%20%20Can%20be%20fed%20by%20an%20ILS%2C%20or%20PLS%2C%20ore%20from%20furnaces%21"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"A0E184561F55C53267CD91455DC07C29
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Author:
GhostKilller (dm5354)
Collection:
Public
Game version:
0.8.21.8562
Copied:
1 time
Created:
over 3 years ago
1
This blueprint requires
679
structures
40
8
8
16
8
4
8
116
511
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