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Crystal Silicon
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7200/min, from fractal silicon
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BLUEPRINT:0,40,2305,2104,1113,0,0,0,637638674315610434,0.8.19.7863,Crystal%20silicon,7200%2Fmin%2C%20from%20fractal%20silicon"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"75BA5812CC7DC6A69BBEC0876C745978
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.19.7863
Copied:
10 times
Created:
over 3 years ago
2
This blueprint requires
663
structures
1
60
60
12
120
470
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