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FactoryBluePrints/分布式_Distributed/[狗牙鱼]可拆分蓝图/制造台/D1.2.txt
2025-04-13 05:27:57 +08:00

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BLUEPRINT:0,30,2305,2104,2040,0,0,0,638130717954307027,0.9.27.15466,%E9%9B%86%E6%9D%9F%E5%B0%8F%E5%9E%8B%E4%BA%8C%E8%BF%9B%E4%B8%80%E5%88%B6%E9%80%A0%E5%8F%B0%E5%8D%95%E5%85%83,%E9%9B%86%E6%9D%9F%E5%B0%8F%E5%9E%8B%E4%BA%8C%E8%BF%9B%E4%B8%80%E5%88%B6%E9%80%A0%E5%8F%B0%E5%8D%95%E5%85%83%E6%A8%A1%E6%9D%BF%0A%E5%A4%A7%E7%89%A9%E6%B5%81%E5%A1%94%EF%BC%8C%E6%97%A0%E5%96%B7%E6%B6%82%E6%9C%BA%EF%BC%8C%0A6%E5%87%BA%E8%B4%A7%E5%8F%A3%EF%BC%8C4%E8%BF%9B%E8%B4%A7%E5%8F%A3%EF%BC%8C%E6%AF%8F%E4%B8%AA%E8%BF%9B%E8%B4%A7%E5%8F%A3%E6%9C%89%E4%B8%80%E6%AC%A1%E5%A0%86%E5%8F%A0%EF%BC%8C%E7%A9%BA%E4%BD%99%E4%B8%A4%E4%B8%AA%E5%8F%A3%0A%E5%88%B6%E9%80%A0%E5%8F%B0%E5%85%B1%E4%B8%A4%E5%88%97%EF%BC%8C%E8%AF%B7%E7%94%A81%E5%8F%B7%E5%87%BA%E8%B4%A7%E5%8F%A3%E8%BE%93%E5%87%BA%E7%9B%B8%E5%AF%B9%E9%9C%80%E6%B1%82%E5%B0%91%E7%9A%84%E8%B4%A7%E7%89%A9%E3%80%82%0A%0A%E5%8C%BA%E5%88%AB%E5%8F%AA%E6%98%AF%E7%89%A9%E6%B5%81%E5%A1%94%E4%B8%8D%E5%90%8C"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"4C9441AA15EA20B1E69237854166A616