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Cost-optimized polyhedron - 320 node ver.
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modified from
Almaravarion
80 nodes
add more nodes.
Blueprint
DYBP:0,637969346192472231,0.9.26.13034,1,74"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"DF0A7AD984A047F0E1C9D3961B0FC065
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Author:
weberkx3
Collection:
Dyson Spheres
Game version:
0.9.26.13026
Copied:
30 times
Created:
about 2 years ago
7
Dyson Sphere summary
Not available yet
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