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Titanium Smelting Block
复制到剪贴板
A titanium smelting block. Based on Nilaus' design. Could theoretically accommodate twice as many smelters on a single logistics station, but it would be unwieldy.
I'll probably give it a shot later, because that's my style tbh.
预览功能暂时不可用。
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作者:
japaroads
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
1
耗电量
发电量
此蓝图需要
1
120
120
19
240
572
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