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FactoryBluePrints/蓝图包_BP-Book/[TTenYX]全物品 一塔一物v1.3/矩阵/磁线圈14400.txt

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BLUEPRINT:0,32,1202,0,0,0,0,0,638850228864065909,0.10.32.25783,14400%E7%A3%81%E7%BA%BF%E5%9C%88,%E9%9C%80%E6%B1%82%EF%BC%9A11520%E7%A3%81%E9%93%81%2B5760%E9%93%9C%E5%9D%97%0A%E7%94%9F%E4%BA%A7%EF%BC%9A14400%E7%A3%81%E7%BA%BF%E5%9C%88"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"BCFA25C2DB8CC47DF0E8D01386DFABE5