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Diamonds (rare) 28.800/min - 480/sec
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Diamonds from rare Kimberlite ore
.
480s / 28.800 min output by 2 belts with 4 stacks.
Requires Proliferator mk3 and min stack of 2 on input.
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BLUEPRINT:0,50,2104,2315,1012,1143,1112,0,638116069700266757,0.9.27.15466,Diamonds%20480s,Diamonds%20from%20rare%20Kimberlite%20ore.%20%20480s%20%2F%2028.800%20min%20output%0ARequires%20profilattor%20mk3%20and%20min%20stack%20of%202%20on%20input."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"7587A3AF370B0F6AB49826A4BA8462C2
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Author:
ISaD
Collection:
Factories
Game version:
0.9.27.15466
Copied:
2 times
Created:
about 2 years ago
0
This blueprint requires
1004
structures
72
72
3
12
7
4
1
4
144
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