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Perfect Red Science - Part C
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Perfect Red Science - Part C
https://youtu.be/yXQus060d58
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BLUEPRINT:0,10,6002,0,0,0,0,0,637741607062273796,0.8.23.9989,Red%20Science%20Part%20C,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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"FAB18A230918BE15E382BA993A24A31D
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9832
Copied:
87 times
Created:
over 3 years ago
8
This blueprint requires
276
structures
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