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Antimatter Fuel Rod 120/min
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Can be placed in the 25 square area in front of the pole.
This means that the antimatter from a ray receiver array can be effectively utilized at the pole.
Generates 120 units per minute.
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BLUEPRINT:0,21,1803,1143,0,0,0,0,638306293872385380,0.9.27.15466,Antimater%20120%2Fmin,"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"E7888DE4122421A15D3E752094FE2853
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Author:
harald
Collection:
Factories
Game version:
0.9.27.15466
Copied:
21 times
Created:
over 1 year ago
1
This blueprint requires
759
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