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SM-Sulfur
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BLUEPRINT:0,21,1116,2013,0,0,0,0,637854885596218857,0.9.24.11286,4.8%2Fs%20Sulfuric%20Acid,As%20we%20transition%20into%20a%20galactic%20scale%2C%20we%20want%20to%20assume%20that%20we%20have%20a%20supply%20of%20sulfuric%20acid%20in%20our%20universe.%20Before%20we%20can%20place%20water%20pumps%20on%20distant%20planets%20with%20sulfuric%20oceans%2C%20we%20need%20to%20have%20a%20dedicated%20build%20that%20pretends%20to%20be%20our%20galactic%20sulfur%20supply.%0D%0A%0D%0ARequires%3A%0A-%20Water%2C%20Stone%2C%20Oil%0D%0A%0D%0AProduces%3A%20%0D%0ASulfuric%20Acid%20-%204%2Fs%0D%0AHydrogen%20-%203%2Fs%0D%0A"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"6F0413387E343425611DB7DE4F391280
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Author:
nyt963
Collection:
Factories
Game version:
0.9.27.14546
Copied:
3 times
Created:
over 2 years ago
0
This blueprint requires
501
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