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Em Rails Tidally locked planet Equator
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You can build this on any planet and extend it all the way around.
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BLUEPRINT:0,10,2311,0,0,0,0,0,638870389703636064,0.10.32.25783,Em%20Rails%20Tidally%20locked%20planet%20Equator,thesilentkill93%0Aproliferated%20mk3%20doubles%20speed"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"AC508FC63F0B1DA29586CF847739B912
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Author:
thesilentkill93
Collection:
Dyson Sphere Builder
Game version:
0.9.27.15466
Copied:
0 times
Created:
about 1 month ago
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