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84x Plane Smelters 1:1 / 1 to 1
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tiles perfectly in the second tropic, ils facing the equator.
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BLUEPRINT:0,10,2315,0,0,0,0,0,638903571628928544,0.10.32.25783,84x%201%3A1%20smelters,"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"1F009810AC43441701F95DBFB34A09C4
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Author:
lynx_elysia
Collection:
Factories
Game version:
0.9.27.15466
Copied:
1 time
Created:
4 days ago
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