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Ray Receiver Power Pole Distribution x63 with Lens
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Ray Receiver Power Pole Distribution x63 with Lens and proliferated
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BLUEPRINT:0,50,2208,1209,503,1143,41001,0,638074273326583985,0.9.27.15033,Ray%20receiver%20Power%20with%20Lens%20Pole%20x63,By%20Mad%20Max%20%28madmaxbr83%40gmail.com%29"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"619E9F7C68AE6F857E18B830161A2090
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Author:
Madmax
Collection:
Factories
Game version:
0.9.27.14546
Copied:
12 times
Created:
over 2 years ago
2
This blueprint requires
850
structures
63
2
1
62
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