BLUEPRINT:0,20,2001,2012,0,0,0,0,638087799441797432,0.9.27.15466,327%E5%BB%BA%E7%AD%91%E4%B8%80%E4%BC%A0%E4%BA%8C%E7%88%AA,%E5%A4%87%E6%B3%A8%EF%BC%9A%0D%0A1.%E4%BB%85%E9%9C%80%E6%8F%90%E4%BE%9B%E9%93%81%E5%92%8C%E9%93%9C%0D%20Iron%20and%20copper%20are%20needed%0A2.%E6%8B%8D%E8%93%9D%E5%9B%BE%E7%9A%84%E6%97%B6%E5%80%99%E6%B2%A1%E6%9C%89%E4%BA%8C%E7%BA%A7%E7%88%AA%E5%AD%90%E4%B9%9F%E5%8F%AF%E4%BB%A5%E8%AE%A9%E4%BA%A7%E7%BA%BF%E8%BF%90%E8%BD%AC%EF%BC%8C%E7%AD%89%E5%88%B0%E4%BB%96%E7%94%9F%E4%BA%A7%E5%87%BA%E4%BA%8C%E7%BA%A7%E7%88%AA%E5%AD%90%E6%8B%BF%E5%87%BA%E6%9D%A5%E5%86%8D%E8%A1%A5%E4%B8%8A%E5%B0%B1%E5%A5%BD%E4%BA%86%20It%20is%20okay%20if%20you%20don%27t%20have%20any%20Sorter%20MK.%E2%85%A1%20when%20you%20are%20using%20this%20BP%2C%20because%20it%27s%20still%20working%2C%20and%20you%20can%20fetch%20Sorter%20MK.%E2%85%A1%20from%20Assembing%20Machine%20MK.%E2%85%A0%20later%0A3.%E4%B8%BA%E4%BA%86%E4%B8%8D%E4%BD%BF%E7%94%A8%E4%BA%8C%E7%BA%A7%E4%BC%A0%E9%80%81%E5%B8%A6%E4%B9%9F%E8%83%BD%E8%B7%91%E6%BB%A1%E4%BA%A7%E7%BA%BF%EF%BC%8C%E9%93%81%E7%9F%BF%E5%88%86%E4%B8%BA%E4%B8%A4%E6%9D%A1%E8%BF%9B%E6%96%99%E5%B8%A6%EF%BC%88%E5%9B%BE%E6%A0%87%E7%9A%84%E6%95%B0%E5%AD%97%E9%99%A4%E4%BB%A530%E4%BE%BF%E5%8F%AF%E5%BE%97%E5%88%B0100%25%E9%87%87%E9%9B%86%E6%95%88%E7%8E%87%E4%B8%8B%E9%9C%80%E8%A6%81%E5%B0%8F%E7%9F%BF%E6%9C%BA%E8%A6%86%E7%9B%96%E5%A4%9A%E5%B0%91%E7%9F%BF%E8%84%89%EF%BC%89%20Iron%20needs%20two%20inputs%20to%20make%20sure%20MK.%E2%85%A0%20conveyor%20belt%20is%20able%20to%20support%20these%20products%28divide%20the%20number%20of%20Iron%20icon%20with%2030%20to%20find%20out%20how%20many%20veins%20are%20needed%2C%20if%20you%20are%20100%25%20gathering%20speed%20and%20using%20Mining%20Machine%29%0A4.%E4%BC%A0%E9%80%81%E5%B8%A6%28Conveyor%20Belt%20MK.%E2%85%A0%29180%2Fmin%20%E9%AB%98%E9%80%9F%E5%88%86%E6%8B%A3%E5%99%A8%28Sorter%20MK.%E2%85%A1%2960%2Fmin"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"E9E3AB45FA6BD129245C7F065B10673C