Dyson Sphere Blueprints - Onion Blueprint 2

Onion Blueprint 2

8 layers - 1248 nodes - 3 million (-ish ?) sails.
https://youtu.be/JI1Cf89yGQU
Blueprint

DYBP:0,637902984675968270,0.9.25.12201,2,75"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"4B687873758D23370DC126AEE50A725B
Author: xac137
Collection: Public
Game version: 0.9.25.12201
Copied: 22 times
Created: almost 3 years ago
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Onion Blueprint 2

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Dyson Sphere summary

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