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Diamond (Rare Ore) 10,800 per min Symmetrical Full Tower Output - Red smelters / Upgraded
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This is a copy of @musiwei's
Diamond (Rare Ore) 10,800 per min Symmetrical Full Tower Output/金刚石(稀有矿配方)【左右】满塔生产线10,800每分钟
outfitted with Red smelters.
Input is Kimberlite ore (local/remote) and 100 local space warper.
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BLUEPRINT:0,33,1112,2104,2315,0,0,0,637748146128015101,0.8.23.9989,Diamond%20%28Rare%20Ore%29%2010%2C800%20per%20min%20Symmetrical%20-%20Upgraded,"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"0EFFEAE053589618DCE4E67ACFB92D5E
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Author:
tak
Collection:
Public
Game version:
0.8.23.9989
Copied:
2 times
Created:
over 3 years ago
0
This blueprint requires
962
structures
17
1
138
138
276
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