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
60/s High-purity Silicon
复制到剪贴板
Based on Nilaus design, this takes 4 full Mk.3 belts IN
You can fit vertically 3 on the equatorial region and 2 on the tropical region
Horizontally, you can fit exactly 10 on the equatorial region
预览功能暂时不可用。
动画
蓝图
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
复制到剪贴板
作者:
wingless
收藏集:
Smelting
游戏版本:
2.1.0
复制次数:
0.0 次
创建时间:
接近 5 年 前
19
耗电量
发电量
此蓝图需要
120
120
1
19
240
572
标签