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Yellow Science - Part 2
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Yellow Science - Part 2
https://youtu.be/DSKsqatZA2M
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BLUEPRINT:0,10,0,0,0,0,0,0,637742088704622322,0.8.23.9989,Richard%202,"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"5C55F379B0D29A73D678E7C90C625217
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
13 times
Created:
over 3 years ago
0
This blueprint requires
593
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30
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