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多大的刀?
qweqweswws 发表于 2021-10-29 12:43
这个现在做出来还有人买吗
昨天才做了一条!有市场。data:image/png;base64,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
投影曲线
YANG901 发表于 2021-11-9 15:24
投影曲线
使用投影曲线也可以???
解压错误,什么情况{:shocked:}
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