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Perfect Belts
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BLUEPRINT:0,10,2003,0,0,0,0,0,637784608440942363,0.9.24.11209,Mark%20III%20belts%20-%20Part%20A,IN%3A%2036%20iron%20ore%2Fs%2C%206%20copper%20ore%2Fs%2C%205%20coal%2Fs%2C%20%3C1%20oil%2Fwater%2Fstone%2Fs%0AOUT%3A%203%20Mark%20III%20belts%2Fs"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"183776356CE37A161F8E6F488DE6BA8D
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9925
Copied:
79 times
Created:
over 3 years ago
7
This blueprint requires
549
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