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Casimir Crystal Module (.25 belts)
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Replaced by new design which prioritizes local hydrogen first to prevent backups of production.
Input: 0.25 Titanium Crystal, 0.5 graphine, 12 hydrogen
Output: 0.25 Casimir Crystal
4 make a full belt, but consume 12 hydrogen belts each, hence their own ILS
Uses my load
balancer design
... for better or worse.
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BLUEPRINT:0,21,1126,1118,0,0,0,0,637632972956976583,0.8.19.7757,Casmir%20Production%20Module%20%280.25%29,Input%3A%200.25%20Titanium%20Crystal%2C%200.5%20graphine%2C%2012%20hydrogen%0D%0AOutput%3A%200.25%20Casimir%20Crystal%20%0D"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"5A5673F40EFAD5DA7782E02889C5875C
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Author:
Atlas
Collection:
Public
Game version:
0.8.19.7662
Copied:
1 time
Created:
almost 4 years ago
1
This blueprint requires
721
structures
20
20
5
13
1
80
602
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