北条BT的特有政策能改吗?
北条家的五条训诫强得有点过分了,有没有办法把农村和市各+1改成各1个说实话北条都已经半残废了 政策都削了一轮了
用V大修改器可以改 QQ1059865957 发表于 2023-7-31 13:02
说实话北条都已经半残废了 政策都削了一轮了
用V大修改器可以改
请问data:image/png;base64,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这都是什么??改那个数值 谢谢
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