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Ray Receiver ILS
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20 Assembler Mk.III. Two ILS. In: Steel 4500/min, High-purity Silicon 4500/min, Photon Combiner 2250/min, Processor 1125/min, Super-magnetic Ring 4500/min. Out: Ray Receiver 281/min sprayed. 18x67.
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BLUEPRINT:1,10,2208,0,0,0,0,0,637889562062218799,0.10.35.29151,Ray%20Receiver%20ILS,Tzunoch,,,20%20Assembler%20Mk.III.%20Two%20ILS.%20In%3A%20Steel%204500%2Fmin%2C%20High-purity%20Silicon%204500%2Fmin%2C%20Photon%20Combiner%202250%2Fmin%2C%20Processor%201125%2Fmin%2C%20Super-magnetic%20Ring%204500%2Fmin.%20Out%3A%20Ray%20Receiver%20281%2Fmin%20sprayed.%2018x67."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"CD4C2BE0AAD5AE26287FDBCE9E956298
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
833
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2
120
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