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FactoryBluePrints/分布式_Distributed/[泛灰]/石矿脉600棱镜.txt
2025-04-13 05:27:57 +08:00

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BLUEPRINT:0,10,1111,0,0,0,0,0,637803031342014252,0.9.24.11286,%E7%9F%B3%E7%9F%BF%E8%84%89600%E6%A3%B1%E9%95%9C,"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"423F484F6A87314D86BB8312577DA1A6