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Starter Polar Ray Receiver (Energy Production Only / Southern Pole / Graviton Lens)
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Needed a lot of power so I made this on a Low Axial Inclination Planet
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BLUEPRINT:0,21,2208,2104,0,0,0,0,637633306239638773,0.8.19.7757,Polar%20Ray%20Collector,"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"4D5D73B7345C365D1DB064E19FFA16AE
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Author:
Ghirard (Bill D)
Collection:
Public
Game version:
0.8.19.7662
Copied:
11 times
Created:
almost 4 years ago
2
This blueprint requires
836
structures
54
55
1
1
1
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