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BLUEPRINT:0,32,1118,0,0,0,0,0,637803600238346026,0.9.24.11286,T.%20Crystal%201800%2Fmin%20V2,"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"35574B92874F5656EB973964076C1677
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Author:
kris44dad
Collection:
Factories
Game version:
0.9.24.11271
Copied:
35 times
Created:
about 3 years ago
3
This blueprint requires
1326
structures
80
80
2
1
21
240
982
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