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Logistic Drones 60/m
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60/m Logistic Drones from 1020/m Iron Ore, 360/m Copper Ore, and 120/m Processors. Drones are exported via ILS to resupply the mecha on any planet.
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BLUEPRINT:0,10,5001,0,0,0,0,0,637843696113101902,0.9.24.11286,Drones%2060%2Fm,60%2Fm%20Logistic%20Drones%20from%201020%2Fm%20Iron%20Ore%2C%20360%2Fm%20Copper%20Ore%2C%20and%20120%2Fm%20Processors"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"A762752AA155EACFBE9A15CC8FCFFA6F
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Author:
Chorus
Collection:
Modular Mall
Game version:
0.9.25.11996
Copied:
21 times
Created:
about 3 years ago
2
This blueprint requires
412
structures
35
6
17
12
6
12
8
4
1
91
267
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