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Non-PLS 52 Fire Ice Refiners, because why not
复制到剪贴板
+ 3120/min Hydrogen
+ 6240/min Graphene
- 6240/min Fire Ice
Fixed a missing conveyers, didn't replace the image :P
Mk2 Chemical Factories
Requires a quad stacked belt input.
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"F0A31A56686D6DCD345143FAF201AB40
复制到剪贴板
作者:
SirPwnsalotIII
收藏集:
Factories
游戏版本:
0.9.27.15466
复制次数:
1.0 次
创建时间:
2 年多 前
0
耗电量
发电量
此蓝图需要
1066
个建筑
52
52
28
31
156
799
标签