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Solar Sail launch - Polar - PLS
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Solar Sail launch - Polar - PLS
Printed at the North pole. "R" to turn for use on south pole.
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BLUEPRINT:0,32,2311,1501,2103,0,0,0,637630740593049500,0.8.19.7715,Solar%20Sail%20launch%20-%20Polar%20%20-%20PLS,Solar%20Sail%20launch%20-%20Polar%20%20-%20PLS%0APrinted%20at%20the%20North%20pole.%20%22R%22%20to%20turn%20for%20use%20on%20south%20pole."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"190D5F0E5382A5888A7CE570D351E57F
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Author:
Gnoor
Collection:
Public
Game version:
0.8.19.7662
Copied:
77 times
Created:
almost 4 years ago
35
This blueprint requires
1857
structures
144
77
1
144
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