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Early ring
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Early ring, within the first 15 degrees
Blueprint
DYBP:0,638122473791869657,0.9.27.15466,1,12"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"42C5BB117EB33ADE0C33FCA22213A20F
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Author:
Gravmania
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
26 times
Created:
over 1 year ago
3
Dyson Sphere summary
Not available yet
Tagged with
Sphere
Ring