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FactoryBluePrints/蓝图包_BP-Book/[TTenYX]全流程蓝图包v11.3/【1】彩糖产线/中期五色矩阵/C2.60有机晶体(低效重整精炼).txt
2026-03-01 20:14:11 +08:00

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BLUEPRINT:1,32,1117,0,6005,0,0,0,638595813264332937,0.10.30.23292,%20%2060%2Fmin%20%5Cyjjt%3B%20%20%20%E4%BD%8E%E6%95%88%E9%87%8D%E6%95%B4%E7%B2%BE%E7%82%BC,,,,%E9%87%87%E7%94%A8%E3%80%90%E9%87%8D%E6%95%B4%E7%B2%BE%E7%82%BC%E3%80%91%E7%9A%84%E6%97%A0%E4%BD%99%E6%B0%A2%E9%85%8D%E6%96%B9%E5%88%B6%E9%80%A0%E6%9C%89%E6%9C%BA%E6%99%B6%E4%BD%93%0A%E5%8F%AF%E4%BE%9B150%2Fmin%E7%BB%BF%E7%B3%96%E4%BD%BF%E7%94%A8"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"A586DAAE365F79B96010F134B18BDF5A