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超级磁场环(Super-magnetic ring)45/min
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四输入口,需要580+480/min的铁矿,180/min的铜矿,90/min的煤矿
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BLUEPRINT:0,10,1205,0,0,0,0,0,637629414230396038,0.8.19.7715,45%20%E8%B6%85%E7%BA%A7%E7%A3%81%E5%9C%BA%E7%8E%AF,"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"85522B0ED707F7961739DD6D3FEF817A
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Author:
Transistor
Collection:
Public
Game version:
0.8.19.7662
Copied:
27 times
Created:
almost 4 years ago
13
This blueprint requires
677
structures
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