Dyson Sphere Blueprints - Rotating Flowers Design

Rotating Flowers Design

Another inefficient design by me ^^
Each layer is on its own rotation.
You can customize / rotate each layer however you want it.
Blueprint

DYBP:0,637795128690919926,0.9.24.11286,4,75"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"7BAFA266EC9A89CD6422A8D172A24AA4
Author: Ravenwest
Collection: Dyson Spheres
Game version: 0.9.24.11271
Copied: 6 times
Created: over 2 years ago
Dyson Sphere summary

Not available yet
Rotating Flowers Design

Blueprint

Dyson Sphere summary

Tagged with
