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[MESH] Base Crystal Explosive Unit 40/min
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Base mesh for crystal Explosive unit, tilable with the Crystal explosive Unit Mesh
Crystal Explosive Unit Mesh
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BLUEPRINT:0,22,2103,1130,0,0,0,0,638500012171373005,0.10.29.22015,From%20raw%2040%2Fmin,"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"998FF1057A1E43EDA9D2BB293E8DBACB
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Author:
mrvagabond
Collection:
PLS/ILS into Mesh
Game version:
0.9.27.15466
Copied:
2 times
Created:
about 1 year ago
0
This blueprint requires
610
structures
14
2
2
7
1
2
2
2
2
1
6
4
2
1
1
45
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