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
Part C 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 third 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:0,10,1302,0,0,0,0,0,638453263018686891,0.10.29.21950,Part%20C,Part%203%20of%2012p%2Fs%20processors%20factory"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"8D0A68C20E8109D6BF32133355369716
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
896
个建筑
16
64
64
192
624
标签