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Perfect Red Science - Part A
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Perfect Red Science
https://youtu.be/yXQus060d58
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BLUEPRINT:0,10,6002,0,0,0,0,0,637741608230171512,0.8.23.9989,Red%20Science%20Part%20A,IN%3A%20Coal%20%2812%2Fs%29%2C%20Oil%20%2812%2Fs%29%0AOUT%3A%20Red%20Science%20%283%2Fs%29%2C%20Refined%20Oil%20%2812%2Fs%2C%20leftover%29"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"A7A5F0ABAD420450FB28C43A9DCD9F8C
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9832
Copied:
78 times
Created:
over 2 years ago
9
This blueprint requires
260
structures
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