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Perfect Drones
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BLUEPRINT:0,10,5001,0,0,0,0,0,637746829451087215,0.8.23.9989,Perfect%20Drones,IN%3A%2010%20iron%20ore%2Fs%2C%206%20copper%20ore%2Fs%2C%208%20silicon%20ore%2Fs%0AOUT%3A%201%20Drone%2F2s"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"E1332F619FFDBD53AF926A7FECEA7DD0
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
45 times
Created:
over 3 years ago
5
This blueprint requires
691
structures
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