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Long Rhombus & Star 327-A
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Reduce nodes, objects, but provide high power generation
Pull each frame to the longest
without any short frames
Using a long rhombus is the best solution
Version list :
127
, [ 327 ]
Blueprint
DYBP:0,637967662344098807,0.9.26.13034,1,90"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"A3109B7B4738073C9CC8C6C5FE0487D0
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Author:
weberkx3
Collection:
Dyson Spheres
Game version:
0.9.26.13026
Copied:
5 times
Created:
over 2 years ago
2
Dyson Sphere summary
Not available yet
Tagged with
Rhombus
Optimized