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Cost-optimized polyhedron - 500 node ver. v2 (250 sail/s/layer)
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Single layer Bp.
Stats for 20k:
41400SP
2037852CP
34.9 GW
Cheaper than my
other design
, but less power.
Blueprint
DYBP:0,638456157690746877,0.10.29.21950,1,72"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Author:
cosmin1490
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
10 times
Created:
about 1 year ago
2
Dyson Sphere summary
Not available yet
Tagged with
Cost Efficiency
Optimized