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Distributor and Logistics Bot | From Raw
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Input: Iron 660/m, Copper 300/m, Silicon 480/m, Stone 180/m
Output: Distributor 7.5/m, Bot 30/m
Calculator: N/A
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BLUEPRINT:0,21,2107,5003,0,0,0,0,638013059480651358,0.9.27.14659,Distributors%2Fbots,Input%3A%20Iron%20660%2Fm%2C%20Copper%20300%2Fm%2C%20Silicon%20480%2Fm%2C%20Stone%20180%2Fm%0AOutput%3A%20Distributor%207.5%2Fm%2C%20Bot%2030%2Fm"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"A1D9389610D1FAEE98ECC6D40C40F63C
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Author:
Bdericks
Collection:
Factories
Game version:
0.9.27.14546
Copied:
59 times
Created:
over 2 years ago
10
This blueprint requires
571
structures
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