Dyson Sphere Blueprints - Onion Blueprint

Onion Blueprint

8 layers (576 nodes) -- intended to be used with Sphere Editor Tools mod setting rotation (Angular) speed to the same value for each layer to get them to line up -- https://www.youtube.com/watch?v=ZtdK4v-Rsz0
蓝图

DYBP:0,637902109062499907,0.9.25.12201,2,75"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"AB5C2987859C3541E4D4B791E2F80DA3
作者： xac137
收藏集： Dyson Spheres
游戏版本： 0.9.25.12201
复制次数： 7.0 次
创建时间： 3 年多前
戴森球概要

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戴森球概要
