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Perfect Yellow Science (Part B)
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Perfect Yellow Science (Raw to Endproduct)
https://youtu.be/DSKsqatZA2M
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BLUEPRINT:0,10,6003,0,0,0,0,0,637739015944273198,0.8.23.9925,Yellow%20Science%20-%20Part%20B,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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"01C7B6848EB924D95D6CF6FA63DA7A8E
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
49 times
Created:
over 3 years ago
3
This blueprint requires
698
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