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Casimir crystal experiment #5
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BLUEPRINT:0,10,0,0,0,0,0,0,638298942383074485,0.9.27.15466,New%20Blueprint,"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"FFFA09495CDAAFA636FC98887BF25730
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Author:
Eurydia
Collection:
Factories
Game version:
0.9.27.15466
Copied:
2 times
Created:
over 1 year ago
0
This blueprint requires
329
structures
12
12
1
1
60
255
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