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Cost-optimized polyhedron - 500 node ver. (250 sail/s/layer)
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Single layer Bp.
Stats for 20k:
46380 SP
2045196 CP
35.5 GW
Strictly better in every regard vs
Black Noise
's
480 design
. More of everything for less
Blueprint
DYBP:0,638450211983826636,0.10.29.21950,1,72"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"EEEC1A48E7D6114647EC6FC549F7FFBF
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Author:
cosmin1490
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
14 times
Created:
about 1 year ago
6
Dyson Sphere summary
Not available yet
Tagged with
Cost Efficiency
Optimized