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电磁涡轮(Electromagnetic turbine)90/min
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三输入口,需要540+360/min的铁矿,180/min的铜矿。
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BLUEPRINT:0,10,1204,0,0,0,0,0,637628269740165932,0.8.19.7662,90%20%E7%94%B5%E7%A3%81%E6%B6%A1%E8%BD%AE,"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"A529AAB29D068FD822A5DD32E4F5BA2B
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Author:
Transistor
Collection:
Public
Game version:
0.8.19.7662
Copied:
32 times
Created:
almost 4 years ago
15
This blueprint requires
516
structures
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