Fang0x378 发表于 2020-12-31 18:56:18

快照抓取的图片尺寸小于实际尺寸

本帖最后由 Fang0x378 于 2020-12-31 19:15 编辑

屏幕缩放125%,快照图片尺寸小于屏幕显示的画面。












Fang0x378 发表于 2020-12-31 19:07:57

本帖最后由 Fang0x378 于 2020-12-31 22:08 编辑

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这样可以了,但是应该不是完美解决办法
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查看完整版本: 快照抓取的图片尺寸小于实际尺寸