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Colorfull Uneven Hexagons
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stolen
copied and colored from
ranzhans
loosy power performance, but it looks cool.
only 13gw on a big radius
Blueprint
DYBP:0,638450385221426618,0.10.29.21950,1,87"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"466C8A66BE5C1FFCCC69BBA1EA8DBCB9
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Author:
VitaCola
Collection:
Dyson Spheres - by #VitaCola
Game version:
0.9.27.15466
Copied:
5 times
Created:
7 months ago
0
Dyson Sphere summary
Not available yet
Tagged with
Singleshell
Hexagon
Hex
Hexagons
Performance
Singlelayer