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Optimal Gears
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6 rows of 20 assemblers each producing gears. Produces 180 gears/sec, total.
预览功能暂时不可用。
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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
0
耗电量
发电量
此蓝图需要
120
120
22
1
240
1084
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