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Part B of 12p/s processor factory
复制到剪贴板
I've broke my 12p/s processors from raw blueprint into pieces and this is the Second of 5
Intended for
early game
use. Yellow processors from
raw.
Connect it the way it's shown on the second picture
预览功能暂时不可用。
动画
蓝图
BLUEPRINT:0,10,1303,0,0,0,0,0,638453252537865092,0.10.29.21950,Part%20B,Part%202%20of%2012p%2Fs%20processors%20factory"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"E424A08344B3E48CB67D340A45BFC681
复制到剪贴板
作者:
KekcuK
收藏集:
Factories
游戏版本:
0.9.27.15466
复制次数:
2.0 次
创建时间:
接近 2 年 前
0
耗电量
发电量
此蓝图需要
598
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