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Blue Science Manufacturing 30/s
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This setup imports raw ores and outputs the processed materials needed to create the blue science. This blueprint does not include the matrix labs.
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
复制到剪贴板
作者:
deco10
收藏集:
Public
游戏版本:
2.1.1
复制次数:
0.0 次
创建时间:
接近 5 年 前
1
耗电量
发电量
此蓝图需要
20
10
10
19
103
43
30
30
1
1
1
246
20
752
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