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[已解决] 关于一个加密问题,想挑战的可以进来kankan

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结帖率:76% (13/17)
发表于 2018-11-9 09:45:41 | 显示全部楼层 |阅读模式   福建省福州市
30精币
一朋友找我帮忙分析数据,我乍一看这些数据极像Base64加密

但是Decode后




还是没解除明文,我就呵呵呵了,后台技术小哥怎么会玩混淆的嘛~~~~



但是一山比一山高,嚯嚯嚯,我找贴友们Help(这是重点)



【贴上PHP代码】



//********************************************************************************************************************************

//这是三段密文数据,在解得时候,你们可以分析看看

<?php


$strArr=array(


"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",



"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",




"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");


for($i=0;$i<sizeof($strArr);$i++)
{
        $str = base64_decode($strArr[$i]);
        $str= gzdecode($str);//解压
        echo $str;//输出
        echo "</br>";//换行
}


//********************************************************************************************************************************



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#常量4 是 那三段密文 任意一段 调试输出 (到文本 (网页_GZIP解压 (编码_BASE64解码A (到字节集 (#常量4))))) 解压后 是个 64编码 给出代码 只能解密到这喽

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发表于 2018-11-9 09:45:42 | 显示全部楼层   湖南省株洲市
#常量4 是 那三段密文 任意一段

调试输出 (到文本 (网页_GZIP解压 (编码_BASE64解码A (到字节集 (#常量4)))))

解压后 是个 64编码  给出代码 只能解密到这喽

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那不是跟我PHP解得一样。。。   福建省福州市  发表于 2018-11-9 11:31

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 楼主| 发表于 2018-11-9 09:50:51 | 显示全部楼层   福建省福州市
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发表于 2018-11-9 10:25:52 | 显示全部楼层   江苏省*
是网页上js加密后的文本,还是服务器后端产生的加密文本

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这是服务器返回给App的加密串   福建省福州市  发表于 2018-11-9 11:24
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发表于 2018-11-9 10:59:50 | 显示全部楼层   湖南省永州市
gzdecode 这个函数才是重点,你JS代码都没发完,别人怎么分析

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我也想呀,这个加密数据是App上的   福建省福州市  发表于 2018-11-9 11:23
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发表于 2018-11-9 11:36:48 | 显示全部楼层   台湾省台北市
l1294066497 发表于 2018-11-9 11:25
#常量4 是 那三段密文 任意一段

调试输出 (到文本 (网页_GZIP解压 (编码_BASE64解码A (到字节集 (#常量4 ...

你给出的代码 不管用什么语音解  就只能解密到这了呀


补充内容 (2018-11-9 11:37):
语言
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发表于 2018-11-9 11:44:38 | 显示全部楼层   台湾省台北市
我能做的就是根据你的php代码 翻译成 易语言喽
那你就继续深入app探索解密喽

点评

看来解铃还须系铃人,我还是用AK看下能不能抓到啥关键字吧。。。   福建省福州市  发表于 2018-11-9 11:47
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 楼主| 发表于 2018-11-9 11:51:42 | 显示全部楼层   福建省福州市
l1294066497 发表于 2018-11-9 11:44
我能做的就是根据你的php代码 翻译成 易语言喽
那你就继续深入app探索解密喽

还是谢谢您把,帮我分析了下
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发表于 2018-11-9 11:59:17 | 显示全部楼层   台湾省台北市
吾爱编程mm 发表于 2018-11-9 11:51
还是谢谢您把,帮我分析了下

哇,谢完啦,我都不好意思要最佳啦,嗯..那..,那就给个最佳吧 祝楼主顺利解密哦
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 楼主| 发表于 2018-11-9 12:12:11 | 显示全部楼层   福建省福州市
l1294066497 发表于 2018-11-9 11:59
哇,谢完啦,我都不好意思要最佳啦,嗯..那..,那就给个最佳吧 祝楼主顺利解密哦

QQ图片20181109121129.gif

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楼主不要这么小气嘛 给我最佳喽   湖南省株洲市  发表于 2018-11-9 15:33
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