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Proliferated Iron (final)
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Simple Smelting setup
https://youtu.be/YGPeqKwxSD0
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BLUEPRINT:0,10,1101,0,0,0,0,0,637852035689319684,0.9.24.11286,Proliferated%20Iron,"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"8488FD5C7F804C9CA72CA840375E98AF
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Author:
The Dutch Actuary
Collection:
Super Proliferation Run
Game version:
0.9.24.11271
Copied:
33 times
Created:
about 3 years ago
3
This blueprint requires
469
structures
2
12
48
48
1
4
96
306
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