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3600 / min Reformed Refined Oil setup by Cwrx
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- Direct Insertion so no excess hydrogen
- 60 per sec or 3600 per min Refined Oil
- Requires Reformed Oil alternate recipe
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"A134A038FB14F9E473AECE5D0D1A9553
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Author:
Cwrx
Collection:
Factories
Game version:
0.9.27.15466
Copied:
31 times
Created:
over 1 year ago
6
This blueprint requires
1460
structures
160
80
80
33
6
1
320
940
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