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Local Blue Brick Smelting
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A Stone to Brick smelting facility with a planetary logistic station, Tier 3 belts, Tier 3 sorters, blue smelters and Tier 2 (blue) coating. This is for the transition part of the game where you still do most on the local planet.
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BLUEPRINT:0,30,2103,1108,2302,0,0,0,637839024721177705,0.9.24.11286,Blue%20Stone%20Brick%20Smelting,"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"A1D14BC053B66A25502A424A1249C5E2
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Author:
Kars-T (aka Karsihasi)
Collection:
Factories
Game version:
0.9.24.11271
Copied:
2 times
Created:
about 3 years ago
0
This blueprint requires
630
structures
3
1
20
60
60
120
426
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