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120/s Iron 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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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
24
耗电量
发电量
此蓝图需要
120
120
1
19
240
778
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