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Casimir crystal experiment #2
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BLUEPRINT:0,10,0,0,0,0,0,0,638298931600492830,0.9.27.15466,New%20Blueprint,"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"E3918C9767406E24D7B8430D1875C27C
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Author:
Eurydia
Collection:
Factories
Game version:
0.9.27.15466
Copied:
1 time
Created:
over 1 year ago
0
This blueprint requires
355
structures
13
13
1
1
65
275
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