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5760金刚石 (高纬度)
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此一片可满足7片【195原矿增产白糖】的金刚石需求,可放置于【高纬度地区】
BLUEPRINT:0,10,1112,0,0,0,0,0,638250295810574520,0.9.27.15466,5760%E9%87%91%E5%88%9A%E7%9F%B3%20%EF%BC%88%E9%AB%98%E7%BA%AC%E5%BA%A6%EF%BC%89,%E6%AD%A4%E4%B8%80%E7%89%87%E5%8F%AF%E6%BB%A1%E8%B6%B37%E7%89%87%E3%80%90195%E5%8E%9F%E7%9F%BF%E5%A2%9E%E4%BA%A7%E7%99%BD%E7%B3%96%E3%80%91%E7%9A%84%E9%87%91%E5%88%9A%E7%9F%B3%E9%9C%80%E6%B1%82%EF%BC%8C%E5%8F%AF%E6%94%BE%E7%BD%AE%E4%BA%8E%E3%80%90%E9%AB%98%E7%BA%AC%E5%BA%A6%E5%9C%B0%E5%8C%BA%E3%80%91"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"3D7C23EB737331EB758ADE8A191562E9
金刚石
daisho
创建时间
2024-04-15
最近更新
1 年前
游戏版本
0.9.27.15466
复制次数
138
蓝图集
暂无数据
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0
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建筑
1
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4
8
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3
7
4
1
2
1
产物
产出
5920/min
消耗
-2960/min