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40/s Steel
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Based on Nilaus design, this takes 4 full Mk.3 belts IN
You can fit vertically 3 on the equatorial region and 2 on the tropical region
Horizontally, you can fit exactly 10 on the equatorial region
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
复制到剪贴板
作者:
wingless
收藏集:
Smelting
游戏版本:
2.1.0
复制次数:
0.0 次
创建时间:
接近 5 年 前
10
耗电量
发电量
此蓝图需要
120
119
1
19
1
240
778
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