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BLUEPRINT:0,21,1503,2312,0,0,0,0,637788049250165719,0.9.24.11240,Perfect%20Launching,Shoot%20them%20rockets%21"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"06C66A674C51539EA9561EE40ACCD4EE
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.9.24.11240
Copied:
27 times
Created:
over 3 years ago
3
This blueprint requires
945
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38
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1
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