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V2EX  ›  zanjie1999  ›  全部回复第 1 页 / 共 3 页
回复总数  42
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@drymonfidelia 有一说一,我也希望有个这样子的东西,要求对方必须开源,并且不能商用,不允许 99%相同(除了名字都一样)的那种
@GameAuto 所以会根据大小跳过不需要压缩的那一部分(可以直接发送的)
若希望按文件发送,固定到任务栏按需启动或是直接拖到输入框是一个两全其美的办法
108 天前
回复了 zanjie1999 创建的主题 分享创造 写了一个脚本来备份所有 Github 仓库
@wjx0912 你有读写权限的都会列出来
确实,只要开启 VPN ,就会强制电池优化
https://b23.tv/O3BnE6A
@janus77 经过测试,win 下大约能发 6.5m 的图,因为他会自动反向压缩
2.1 为了方便不会使用 shell 的用户,另外压缩比例减半,图片大约会比完全不压缩(比如 winqq 提示的大小)要小一半
2.0 已上传
@jiayouzl 游戏截全屏经常遇到,4k
@janus77 试了,最大约 8.5m 的样子
@xiaoxuan6 截图按 win+PrtSc (
会保存到用户的图片文件夹下
@jim9606 Win10 能不能设置截图保存格式我就不知道了,但是在使用 qq 截图或是 PrtSc 截屏键的时候,实际复制在剪贴板里的是 png ,macOS 也是
@kilasuelika 3k 屏和 4k 屏,其实和屏幕大小没啥关系,看细节多不多,mac 截图的 png 越多文件越大
2022-05-08 23:53:59 +08:00
回复了 ameizing 创建的主题 生活 听说最近树莓派很贵,五一便去摘了一些
和之前吃过的紫色的果实有点像,但那个是紫色的而且甜甜的
2022-04-28 16:05:09 +08:00
回复了 ALLROBOT 创建的主题 程序员 有什么可靠的廉价 TF 卡? 512G 不到百元的级别
夏科是辣鸡,之前 4.9 一张 32g 的时候卡还不错,直到后面花了 10 块钱买了个原谅色天猫定制版,全新的卡跑圈都有红,轻度使用结果现在跟刚开始那 4.9 的卡一起坏了。真的要买插监控里的推荐三星橙 /白卡吧,速度够了,也比闪迪耐磨
2022-03-24 10:04:03 +08:00
回复了 Margelator 创建的主题 分享发现 可否欣赏一下大佬们的桌面壁纸?
在我上次在 V2EX 发图的时候他还是支持 md 语法的?现在不支持了吗
2022-03-24 09:56:34 +08:00
回复了 Margelator 创建的主题 分享发现 可否欣赏一下大佬们的桌面壁纸?
2022-03-24 09:55:15 +08:00
回复了 Margelator 创建的主题 分享发现 可否欣赏一下大佬们的桌面壁纸?
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
2022-03-24 09:50:20 +08:00
回复了 Margelator 创建的主题 分享发现 可否欣赏一下大佬们的桌面壁纸?
![](data:image/png;base64,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)
2021-05-12 17:02:53 +08:00
回复了 zanjie1999 创建的主题 程序员 写了一个使用 WebSocket 的 Tcp 隧道代理
@abersheeran 看了下 wiki 确实简单,star+1
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