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Biblically accurate petals
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I tried to use all available frame and shell styles while keeping symmetry and aesthetics. You can delete some frames and change the style of petals. Or paint in RGB and CMYK colors
Blueprint
DYBP:0,638606627795162458,0.10.30.23430,1,87"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"6EC7C94F9F6C6160580A599B4D9B56E6
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Author:
Baryq
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
5 times
Created:
8 months ago
0
Dyson Sphere summary
Not available yet
Tagged with
Symmetric
Flower
Large Shell
Rgb
Petal