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Jumpstart Graviton lens - 30 min - Easily upgradable
复制到剪贴板
Jumpstart Graviton lens - 30 min with MK.I assemblers, belts and sorters.
Easy to build early game. Stored in box and PLS.
- Upgrade to MK.II for 40 min
- Upgrade to MK.III for 60 min
预览功能暂时不可用。
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"A7B9C49A33DCCCE1669964F4F0793972
复制到剪贴板
作者:
Gnoor
收藏集:
Public
游戏版本:
0.8.19.7662
复制次数:
28.0 次
创建时间:
4 年多 前
16
耗电量
发电量
此蓝图需要
1248
个建筑
24
40
6
6
12
6
6
4
21
13
8
3
8
8
1
204
947
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