GPG(GnuPG)入门
GPG(GnuPG)入门
下载:
|
https://gnupg.org/download/index.html 或者 http://www.hellopp.cn/page/5b9a1405c3f1f7d4116937ef [看Binary download 部分] Download Note that you may also download the GNU Privacy Guard from a mirror site close to you. See our list of mirrors. The table below provides links to the location of the files on the primary server only. Top of Form Bottom of Form Source code releases These are the canonical release forms of GnuPG. To use them you need to build the binary version from the provided source code. For Unix systems this is the standard way of installing software. For GNU/Linux distributions are commonly used (e.g. Debian, Fedora, RedHat, or Ubuntu) which may already come with a directly installable packages. However, these version may be older so that building from the source is often also a good choice. Some knowledge on how to compile and install software is required. The table lists the different GnuPG packages, followed by required libraries, required tools, optional software, and legacy versions of GnuPG. For end-of-life dates see further down.
GnuPG distributions are signed. It is wise and more secure to check out for their integrity. Remarks:
GnuPG binary releases In general we do not distribute binary releases but leave that to the common Linux distributions. However, for some operating systems we list pointers to readily installable releases. We cannot guarantee that the versions offered there are current. Note also that some of them apply security patches on top of the standard versions but keep the original version number.
End-of-life announcements We announce the end-of-life date for a current stable version at the time a new stable version is released. We maintain old branches for at least two years. For GnuPG 2.2 we consider 2.1.0 as the birth of this new stable branch. For the other packages we don't maintain branches and thus there is no end-of-life; always use the latest version.
[下载完Windows版本以后]: Get started – your next steps:
[下载完Windows版本后,会提示是否打开Kleopatra], Kleopatra的帮助文件在这里]: https://docs.kde.org/stable5/en/pim/kleopatra/index.html |
Kleopatra是个桌面工具, 应该是用来代替命令行的,
下面看看命令行怎么用:
|
GPG(GnuPG)入门的更多相关文章
- gpg 使用入门
1. 生成秘钥 gpg --full-generate-key 等价于 gpg --full-gen-key Real name: yellowconvict为该秘钥的名字,也称为 USER-ID 在 ...
- GPG入门教程
原文地址:http://www.ruanyifeng.com/blog/2013/07/gpg.html 作者: 阮一峰 日期: 2013年7月12日 前两篇文章,我介绍了RSA算法. 今天,就接着来 ...
- tarball安装GnuPG (gpg) 2.2.10
https://www.gnupg.org/download/ mac 方式一:推荐 mac $ brew install gpg pinentry pinentry-mac $ echo " ...
- GnuPG 的PGP使用
1. 生成秘钥对(此处采用默认的RSA, 2048位) $ gpg --gen-key gpg (GnuPG) ; Copyright (C) Free Software Foundation, In ...
- linux gpg 使用笔记
http://linux.chinaunix.net/techdoc/system/2009/04/30/1109541.shtml 一.GnuPG的简介 我们在网上的发送的邮件是明文的,可以 ...
- 改动已有gpg密钥的用户标识及凝视
/********************************************************************* * Author : Samson * Date ...
- gpg签名用法
– 在CentOS 6上生成公钥/私钥对 [root@localhost ~]# gpg --gen-key gpg (GnuPG) ; Copyright (C) Free Software Fou ...
- centos7(debian,manjora,freebsd)命令及安装mysql、git、gpg、gogs,安装docker,zsh,chrome
最小安装: 1. 选择English 2. DATE & TIME 修改好本地时间 SOFTWARE SELECTION默认的Minimal Install就好 INSTALLATION DE ...
- 加密和数字签名工具GPG
转载: 源文件位置:http://blog.chinaunix.net/uid-9525959-id-2001824.html GPG [功能] GPG是加密和数字签名的免费工具,大多用于加密信息的 ...
随机推荐
- BZOJ2480 Spoj3105 Mod 数论 扩展BSGS
原文链接https://www.cnblogs.com/zhouzhendong/p/BZOJ2480.html 题目传送门 - BZOJ2480 题意 已知数 $a,p,b$ ,求满足 $a^x≡b ...
- Codeforces 873E Awards For Contestants ST表
原文链接https://www.cnblogs.com/zhouzhendong/p/9255885.html 题目传送门 - CF873E 题意 现在要给 $n(n\leq 3000)$ 个学生颁奖 ...
- RocketMQ事务消息回查设计方案
用户U1从A银行系统转账给B银行系统的用户U2的处理过程如下:第一步:A银行系统生成一条转账消息,以事务消息的方式写入RocketMQ,此时B银行系统不可见这条消息(Prepare阶段) 第二步:写入 ...
- 配置maven从自己的私服下载jar包nexus、maven私服仓库(二)
配置maven项目从私服下载jar包 pom文件配置从maven私服下载jar包 settings文件配置从maven私服下载jar包 (方便自己关键字搜索,所以多写了几行o(* ̄︶ ̄*)o) 今天自 ...
- bufferedwriter写json文件中文乱码
需要用writer writer = new BufferedWriter(new OutputStreamWriter(new FileOutputStream(file),"utf-8& ...
- Sumdiv POJ - 1845 (逆元/分治)
Consider two natural numbers A and B. Let S be the sum of all natural divisors of A^B. Determine S m ...
- CodeForces 433C Ryouko's Memory Note (中位数定理)
<题目链接> 题目大意:给你一堆数字,允许你修改所有相同的数字成为别的数字,不过只能修改一次,问你修改后序列相邻数字的距离和最小是多少. 解题分析: 首先,修改不是任意的,否则那样情况太多 ...
- POJ 1328 安装雷达 (贪心)
<题目链接> 题目大意: 以x轴为分界,y>0部分为海,y<0部分为陆地,给出一些岛屿坐标(在海中),再给出雷达可达到范围,雷达只可以安在陆地上,问最少多少雷达可以覆盖所以岛屿 ...
- 聊聊微服务熔断降级Hystrix
在现在的微服务使用的过程中,经常会遇到依赖的服务不可用,那么如果依赖的服务不可用的话,会导致把自己的服务也会拖死,那么就产生了熔断,熔断顾名思义就是当服务处于不可用的时候采取半开关的状态,达到一定数量 ...
- Linux内核中Makefile、Kconfig和.config的关系(转)
我们在编译Linux内核时,往往在Linux内核的顶层目录会执行一些命令,这里我以RK3288举例,比如:make firefly-rk3288-linux_defconfig.make menuco ...