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48 smelters t2 belts
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Pilers and t2 belts with 48 smelters
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BLUEPRINT:0,10,0,0,0,0,0,0,637950696162082390,0.9.26.13034,New%20Blueprint,"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"ADFF10F7629F84FF2363A3541069CB63
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Author:
Omniconda
Collection:
Factories
Game version:
0.9.26.13026
Copied:
4 times
Created:
almost 3 years ago
0
This blueprint requires
557
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12
48
48
10
1
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