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120/s Copper 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
15
耗电量
发电量
此蓝图需要
120
119
1
19
1
240
778
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