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10-Layer Revolving Rings
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on a 1.004x luminosity star produces 28.3 GW.
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"33033CA2E73A3137CBBDD42CB61F7D69
复制到剪贴板
作者：
Merogie
收藏集：
Dyson Spheres
游戏版本：
0.9.27.15466
复制次数：
15.0 次
创建时间：
大约 1 年 前
0
戴森球概要
暂不可用
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