谁能解释下这两句话的意思，晕死了我
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求大神解释下，详细点最好，谢谢了
图片没显示 刷新跟过期没关系呀~ 刷新之后还是有数据呀~ 里面参数没变~ 你这个就是保持一直不过期 CI的session有一个过期时间，默认是7200,也就是2小时，即超过这个时间，你的登陆就失效了
另外一个是更新时间，默认是600，也就是10分钟更新一次，这样做的好处有几个
1，每隔10分钟刷新一次过期时间，也就是说只要你在2小时内有任何操作，每隔10分钟都会帮你更新你的2小时。
2，安全性，CI有一套加密解密函数，跟时间有关。能够在10分钟帮你替换掉原来的值。
也就是说如果别人获取不到的你解密key，是永远不能正确地解密，该key是CI运行session或cookie前提示你必须设置一个安全的key，你懂的，在config.php下。
3,你不要看它值变了就以为不能保持登录了，其实你可以拿着那个值，加上你的加解密key去解密，会获得一样的值，也就是说，cookie的值是动态的，因为它把unix时间一起加进去加密了，所以每次加密的值都不一样，一来可以让那些跟踪cookie的人摸不着头脑，而来，又能保持你的解密的值的一致性。具体的加解密函数请看system/core/security.php
gogogo1027 发表于 2013-7-8 15:58 static/image/common/back.gif
CI的session有一个过期时间，默认是7200,也就是2小时，即超过这个时间，你的登陆就失效了
另外一个是更新时 ...
呵呵，真心谢谢了，让人郁闷的是，值变了为什么还能保持登录呢？正常的SESSION是不可以的啊，难道CI内部进行处理了对吗？
:@:@:@ CI剑 发表于 2013-7-9 12:01 static/image/common/back.gif
呵呵，真心谢谢了，让人郁闷的是，值变了为什么还能保持登录呢？正常的SESSION是不可以的啊，难道CI内部 ...
CI的session跟正常的SESSION是完全不一样的两个东西，事实上，CI根本就没有用到系统的session机制，而是自己写了一套。
而且它的值可以作为cookie存储在客户端，也可以存储在数据库表中 gogogo1027 发表于 2013-7-9 17:54 static/image/common/back.gif
CI的session跟正常的SESSION是完全不一样的两个东西，事实上，CI根本就没有用到系统的session机制，而是 ...
明白了，感谢
路过学习了~·
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