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BLUEPRINT:0,10,2205,0,0,0,0,0,637717986343777876,0.8.22.9331,Solar%20Ring,"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"C00840DE81BD7DF75A0810DCA8A46C8B
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
62 times
Created:
over 3 years ago
12
This blueprint requires
999
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