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FactoryBluePrints/做到一半的蓝图/原油裂解发电.txt

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BLUEPRINT:0,10,1007,0,0,0,0,0,637879073956688465,0.9.25.12077,%E5%8E%9F%E6%B2%B9%E8%A3%82%E8%A7%A3%E5%8F%91%E7%94%B5,"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"2CBB1B7975EC472E56064509C7F05562