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Artificial Star (Polar Ring)
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67 Artificial Stars (polar) - 4824 MW
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BLUEPRINT:0,10,2210,0,0,0,0,0,637646403164343202,0.8.20.7996,Artificial%20Star%20Energy%20Ring,67%20Artificial%20Stars%20%28polar%29%20-%204824%20MW"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"180370CD23D19ECD2A4068AB012A5712
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7863
Copied:
17 times
Created:
over 3 years ago
4
This blueprint requires
779
structures
67
1
1
67
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