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[MESH] Base Strange Matter 70/min
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Base Mesh, tilable with the Strange Matter mesh, Dark frog factory, need a side production of Graphene
Strange Matter Mesh
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BLUEPRINT:0,22,1127,2103,0,0,0,0,638499997943104954,0.10.29.22015,70%2Fmin,"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"270227F230E616782AFF490DD45EB9E2
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Author:
mrvagabond
Collection:
PLS/ILS into Mesh
Game version:
0.9.27.15466
Copied:
3 times
Created:
about 1 year ago
1
This blueprint requires
830
structures
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