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Modular Processor 225/Min Mid-game, Mk.II assembling machines
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All desingned with Mk.III belt
Full Mk.III belt silicon input (1800/Min)
3/8 Mk.III belt copper input (675/Min)
1/4 Mk.III belt iron input (450/Min)
Mk.I smelters
Mk.II assembling machines
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BLUEPRINT:0,50,2003,2013,2302,2304,1303,0,637643912389050941,0.8.19.7863,225%20CPU%EF%BC%88%E4%B8%AD%E7%BA%A7%EF%BC%89,%E6%BB%A1%E7%BA%BF%E7%A1%85%20%0A3%2F8%E7%BA%BF%E9%93%9C%20%0A1%2F4%E7%BA%BF%E9%93%81%0A%E4%B8%80%E7%BA%A7%E7%86%94%E7%82%89%20%E4%BA%8C%E7%BA%A7%E5%88%B6%E9%80%A0%E5%8F%B0%20%E5%88%B6%E9%80%A0%E5%8F%B0%E9%9D%9E%E6%95%B4%E6%95%B0"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"97146E2BA12F08FD957522D64C1BA9C9
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Author:
wcwishson
Collection:
Public
Game version:
0.8.19.7863
Copied:
3 times
Created:
over 2 years ago
3
This blueprint requires
1071
structures
50
12
30
8
31
12
5
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16
193
781
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