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BLUEPRINT:0,10,2013,0,0,0,0,0,637770964317102916,0.8.23.9989,Mark%20III%20Sorters,IN%3A%2018%20Iron%20ore%2Fs%2C%204%20copper%20ore%2Fs%0AOUT%3A%202%20MK3%20sorters%2Fs"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"5ACE226B38F9796E91D155FA18B21175
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9925
Copied:
49 times
Created:
over 3 years ago
5
This blueprint requires
498
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