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Simple super-magnetic ring 2x20 CORRECT RATIOS with Mk.II Assemblers
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Simple two rows of 20 machii assemblers producing super-magnetic rings taking input and output from logistics stations.
Correct ratio 1:2:3 for the materials.
预览功能暂时不可用。
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作者:
GredfeFerrison
收藏集:
Public
游戏版本:
2.3.8
复制次数:
0.0 次
创建时间:
4 年多 前
4
耗电量
发电量
此蓝图需要
2
10
40
40
200
584
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