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FactoryBluePrints/模块_Module/[TTenYX]蓝图制作工具包/传送带/螺旋带.txt
2025-04-20 19:05:14 +08:00

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BLUEPRINT:0,10,504,0,0,0,0,0,638494116400174719,0.10.29.22015,%E8%9E%BA%E6%97%8B%E5%B8%A6,"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"CF633CA12F63465FEF71EA691218AF35