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Cost-optimized polyhedron - 740 node ver. (370 sail/s/layer)
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Single layer Bp.
Stats for 20k:
64800 SP
2033136CP
37.1GW
Blueprint
DYBP:0,638456161991415636,0.10.29.21950,1,88"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"7FD984ADEA17E20B0D52C4D84C5C231C
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Author:
cosmin1490
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
13 times
Created:
about 1 year ago
1
Dyson Sphere summary
Not available yet
Tagged with
Cost Efficiency
Optimized