Dyson Sphere
Blueprints
蓝图
添加工厂
添加戴森球
添加机甲
收藏集
帮助
支持我们
🇨🇳
🇺🇸
English
🇨🇳
简体中文
登录
我们使用 Cookie
我们使用 Cookie 来改善您的体验并分析流量。点击「全部接受」,即表示您同意我们使用 Cookie。 阅读我们的
隐私政策
和
Cookie 政策
了解更多信息。
全部拒绝
全部接受
Refined Oil Multiplier (Hydrogen Hungry)
复制到剪贴板
This refined oil multiplying facility blueprint works even away from the equator and using an interstellar logistics system for easy connection to the grid.
Required inputs:
- Coal
- Hydrogen
- Refined Oil, only to start. Insert via tanks.
预览功能暂时不可用。
动画
蓝图
BLUEPRINT:1,10,1114,0,0,0,0,0,639177381753419650,0.10.34.28529,Refined%20Oil%20Multiplier,Benjiimon,,,Hydrogen%20hungery%20refined%20oil%20multiplier.%20Tanks%20need%20to%20be%20initially%20seeded%20with%20refined%20oil%20to%20function.%20Functional%20away%20from%20the%20equator."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"C89F8BD15C467F48FBBDD34FFCFF1557
复制到剪贴板
作者:
benjii7775
收藏集:
Factories
游戏版本:
0.10.34.28524
复制次数:
0.0 次
创建时间:
大约 23 小时 前
1
此蓝图需要
无法解码蓝图数据。
标签