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Antimatter Fuel Rod
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36 Assemblers - 270/min
Includes the required 30 Assemblers for Annihilation Constraint Spheres
80 % Vessel load should ensure priority over other towers
For planet zones 5 and 6 (equator is zone 1)
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BLUEPRINT:0,40,2305,2104,1803,0,0,0,637646356336456154,0.8.20.7996,Antimatter%20Fuel,36%20Assemblers%20-%20270%2Fmin%0D%0AIncludes%20the%20required%2030%20Assemblers%20for%20Annihilation%20Constraint%20Spheres%0D%0A80%20%25%20Vessel%20load%20should%20ensure%20priority%20over%20other%20towers%0D%0AFor%20planet%20zones%205%20and%206%20%28equator%20is%20zone%201%29"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"C7680D42DEE523193A0E2E7D9B6A4DC7
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7863
Copied:
10 times
Created:
over 3 years ago
2
This blueprint requires
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structures
66
30
36
16
2
270
757
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