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Basic B Ten Layer Sphere
复制到剪贴板
This is Ten Layers of the most basic possible sphere. It gives you 386GW around the most average star. It has no reason to exist. It just is.
蓝图
DYBP:0,639282649714173588,0.10.35.29151,2,75"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"4EA0EB166D3D1C1138C01F915EB75754
复制到剪贴板
作者:
AverageHumanGamer
收藏集:
Dyson Spheres
游戏版本:
0.10.35.29151
复制次数:
0.0 次
创建时间:
大约 3 小时 前
0
戴森球概要
暂不可用
标签
Dyson Sphere
Dyson Shell Layer
Full Dyson Sphere