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Titanium Alloy - 1200m
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Designed for near-polar. Works in most placements.
+Titanium Ore
+Iron Ore
+Sulfuric Acid
+Warpers
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BLUEPRINT:0,32,1107,2315,2315,0,0,0,637633980843686195,0.8.19.7757,Titanium%20Alloy%20-%201200m,"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"5497F2FC2F4C2C6E2E277C7E63EA664E
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Author:
deepdream
Collection:
Public
Game version:
0.8.19.7662
Copied:
3 times
Created:
almost 4 years ago
2
This blueprint requires
789
structures
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