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60/s Titanium ingot
复制到剪贴板
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
预览功能暂时不可用。
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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
17
耗电量
发电量
此蓝图需要
120
120
19
1
240
572
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