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Conveyor Belt Mk.III ILS
复制到剪贴板
20 Assembler Mk.III. In: Conveyor Belt Mk.II 10800/min, Super-magnetic Ring 3600/min, Graphene 3600/min. Out: Conveyor Belt Mk.III 10800/min sprayed. Feed Space Warper by belt. 13x52.
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BLUEPRINT:1,10,2003,0,0,0,0,0,637889393254246059,0.10.35.29151,Conveyor%20Belt%20Mk.III%20ILS,Tzunoch,,,20%20Assembler%20Mk.III.%20In%3A%20Conveyor%20Belt%20Mk.II%2010800%2Fmin%2C%20Super-magnetic%20Ring%203600%2Fmin%2C%20Graphene%203600%2Fmin.%20Out%3A%20Conveyor%20Belt%20Mk.III%2010800%2Fmin%20sprayed.%20Feed%20Space%20Warper%20by%20belt.%2013x52."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"1970F157B77007C875CC023BC9D96DF4
复制到剪贴板
作者:
Tzunoch
收藏集:
ILS Scaling Factories
游戏版本:
0.10.35.29151
复制次数:
0.0 次
创建时间:
大约 17 小时 前
0
耗电量
发电量
此蓝图需要
387
个建筑
20
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5
1
2
60
20
279
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