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4c-Graphene 8/s
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Graphene from oil and coal, with direct insertion
Produces: 8/s graphene
Consumes: 24/s coal, 8/s stone, 6/s refined oil, 4/s water
Power: 21.60 MW
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BLUEPRINT:0,32,1123,1116,1114,0,0,0,638966840420640418,0.10.33.27005,4c-Graphene%208%2Fs,Graphene%20from%20oil%20and%20coal%2C%20with%20direct%20insertion%0AProduces%3A%208%2Fs%20graphene%0AConsumes%3A%2024%2Fs%20coal%2C%208%2Fs%20stone%2C%206%2Fs%20refined%20oil%2C%204%2Fs%20water%0APower%3A%2021.60%20MW"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"15F7CA7D6B79BD5E6E76664300488556
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Author:
Thagusta
Collection:
Early Game: Speedrun blueprint book for 2/s science
Game version:
0.9.27.15466
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3 days ago
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