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Refined Oil and Hydrogen
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Simply to max a Mk II belt of crude oil into refined + hydrogen.
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BLUEPRINT:0,10,1114,0,0,0,0,0,637823648582360013,0.9.24.11286,Refined,"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"1D31AFED40C297D3C1BC948788DEAF3A
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Author:
Jonese1234
Collection:
Factories
Game version:
0.9.24.11271
Copied:
91 times
Created:
about 3 years ago
13
This blueprint requires
492
structures
5
13
20
20
1
72
381
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