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
Rocket launchers
复制到剪贴板
30 rocket launchers and 44 ejectors. Output can be doubled if you provide proliferated rockets/sails
Consumes: 2.5/s rockets and 15/s solar sails
Power: 619 MW
The fusion power plant can be built in the open space
预览功能暂时不可用。
动画
蓝图
BLUEPRINT:0,20,2312,2311,0,0,0,0,638940703442578768,0.10.32.25783,Sphere%20builder,30%20rocket%20launchers%20and%2044%20ejectors%0A%0AConsumes%3A%202.5%2Fs%20rockets%20and%2015%2Fs%20solar%20sails%0APower%3A%20619%20MW%0A%0AThe%20fusion%20power%20plant%20can%20be%20built%20in%20the%20open%20space"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"69F67E7B42BC0B0AFC97782780428E75
复制到剪贴板
作者:
Thagusta
收藏集:
Intermediate Game: A 30/s Science Factory
游戏版本:
0.9.27.15466
复制次数:
2.0 次
创建时间:
4 个月 前
0
耗电量
发电量
此蓝图需要
976
个建筑
1
41
4
44
30
89
603
164
标签