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Perfect Yellow Science (part A)
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Perfect Yellow Science (Raw to Endproduct)
https://youtu.be/DSKsqatZA2M
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BLUEPRINT:0,10,6003,0,0,0,0,0,637740806649112944,0.8.23.9989,Yellow%20Science%20-%20Part%20A,IN%3A%2018%20coal%2Fs%2C%2015%20refined%20oil%2Fs%2C%2018%20titanium%20ore%2Fs%2C%203%20water%2Fs%0AOUT%3A%203%20Yellow%20Science%2Fs"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"30DDD0125D401851246B44AED449CB8B
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
57 times
Created:
over 3 years ago
5
This blueprint requires
888
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