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Cost-optimized polyhedron - 200node ver. (100sail/s/layer)
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Single layer Bp.
Stats for 20k:
34800 SP
2037852 CP
34.2 GW
Blueprint
DYBP:0,638454236042457192,0.10.29.21950,1,72"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"0823C13D706145C56C73198C944A3ED2
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Author:
cosmin1490
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
8 times
Created:
about 1 year ago
1
Dyson Sphere summary
Not available yet
Tagged with
Cost Efficiency
Optimized