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Cost-optimized polyhedron - 440 node ver. (220 sail/s/layer)
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Single layer Bp.
Stats for 20k:
42000 SP
2037852 CP
35 GW
Blueprint
DYBP:0,638454230272734082,0.10.29.21950,1,72"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"D4E8B3B8E16768406F154213B9CA634E
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Author:
cosmin1490
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
9 times
Created:
about 1 year ago
1
Dyson Sphere summary
Not available yet
Tagged with
Cost Efficiency
Optimized