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Perfect Red Science - Part B
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Perfect Red Science - Part B
https://youtu.be/yXQus060d58
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BLUEPRINT:0,10,6002,0,0,0,0,0,637741607940582254,0.8.23.9989,Red%20Science%20Part%20B,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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"AAAE336AFA5BE055C6891A2F34FDF510
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9832
Copied:
93 times
Created:
over 3 years ago
8
This blueprint requires
291
structures
12
12
6
48
225
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