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Optimal Electromagnetic Turbines
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Produces 60 electromagnetic turbines/sec.
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作者:
japaroads
收藏集:
Public
游戏版本:
2.2.1
复制次数:
0.0 次
创建时间:
接近 5 年 前
7
耗电量
发电量
此蓝图需要
80
80
21
1
240
876
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