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DIAMOND FROM KIMBERLITE 14000/M
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USES PLANE SMELTER, SATELLITE SUB STATION AND ILS TO PRODUCE 14000/M
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BLUEPRINT:0,51,1112,2212,1012,2104,2315,0,637676551829798523,0.8.21.8562,DIAMOND%20FROM%20KIMBERLITE%20,USES%20PLANE%20SMELTER%2C%20SATELLITE%20SUB%20STATION%20AND%20ILS%20TO%20PRODUCE%2014000%2FM"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"2150FA8B1D42E1BA6682045555DF7816
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Author:
BadMambaJammba
Collection:
Public
Game version:
0.8.21.8562
Copied:
12 times
Created:
over 3 years ago
0
This blueprint requires
581
structures
1
86
86
4
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