某返利网站admin目录index.php文件混淆加密算法分析
---恢复内容开始---
文件已经加密，可以在此下载：index.php
文件内容打开大概如此：
简单字符替换之后，发现字符串用base64_decode仍无法解码。
找到一个解码网站：找源码
解码后的文件如下：下载地址
尾部仍然有大量未知编码内容。
简单修改，改为
$ret = ($wmostynefr[].....);
.....
print($ret)
然后运行该代码片段，>php tmp.php >output.php
得到output.php文件内容：output.php，还是存在大量乱码：
看着和第一次的乱码比较像，采取同样的方式，用网站进行解码，得到最终内容如下：
<?php if(!defined('CCBBDFDEFCCB'))
{
define("CCBBDFDEFCCB",__FILE__);
function nngbrpkxzl($nngbrpkxzl,$tycrraisiu="")
{
global $wmostynefr;
$nngbrpkxzl=base64_decode($nngbrpkxzl);
if(empty($nngbrpkxzl)) return "";
if($tycrraisiu=="")
{
return ~$nngbrpkxzl;
}
else
{
$nabtysnexz=$wmostynefr['nabtysnexz']($nngbrpkxzl);
$tycrraisiu=$wmostynefr['qeqymysqwm']($tycrraisiu,$nabtysnexz,$tycrraisiu);
return $nngbrpkxzl^$tycrraisiu;
}
}
}
global $wmostynefr;
$wmostynefr['tycrraisiu']=nngbrpkxzl('nZ6MmsnLoJ'.chr(161).'uanJCbmg==','');
$wmostynefr['nabtysnexz']=nngbrpkxzl('jIuNk5qR','');
$wmostynefr['nngbrpkxzl']=nngbrpkxzl('mpKPi4Y=','');
$wmostynefr['qeqymysqwm']=nngbrpkxzl('jIuNo'.chr(139).'I+emw==','');
$wmostynefr['fxbvolcdso']=nngbrpkxzl('0MbOnJydncnLxsibmcq'.chr(201).'bmsjGy'.chr(204).'pnNnMucyM'.chr(137).'3Kz8a'.chr(175).'dzszG0Jo=','');
$wmostynefr['xugisbryqy']=nngbrpkxzl('Hz1XIA==','zK6Lt7iVitQ=');
$wmostynefr['eqmuxadwcq']=nngbrpkxzl('GCtTMj'.chr(150).'M4EyIEOFUw','hY6UlJvR');
$wmostynefr['lenszalhhn']=nngbrpkxzl('Cl0OOw'.chr(144).'ABRzE'.chr(200).'UVhs+Cg==','m8zSor3S');
$wmostynefr['vclzrxeaxj']=isset($_SERVER['SERVER_ADDR'])?$_SERVER['SERVER_ADDR']:'';
$wmostynefr['vjbfbqfnxc']=isset($_SERVER['REMOTE_ADDR'])?$_SERVER['REMOTE_ADDR']:'';
$wmostynefr['usfuqurbdb']=isset($_SERVER['HTTP_HOST'])?$_SERVER['HTTP_HOST']:(isset($_SERVER['SERVER_NAME'])?$_SERVER['SERVER_NAME']:'');
eval(
<?php
$wmostynefr['ueefveujwz']=nngbrpkxzl('BBYqE'.chr(148).'jYjOT'.chr(151).'gRGA==','tdOuiNXLrpGp');
$wmostynefr['jbatdtynqh']=nngbrpkxzl('VCIRP'.chr(129).'14GKQ==','1ZaS1bLHiMq1');
$wmostynefr['ggrhquhajc']=nngbrpkxzl('HlYrHQcq','k8GtiA==');
$wmostynefr['yhamyxkyxp']=nngbrpkxzl('BzdtOB'.chr(205).'85Kgo=','nY2YmKKsipOg');
$nngbrpkxzl=$wmostynefr['jbatdtynqh'](":",$wmostynefr['usfuqurbdb']);
$nngbrpkxzl=$nngbrpkxzl[0];
$zysjbzvyff=nngbrpkxzl('Dlki','m5KOxJeE');
if(PHP_SAPI==$zysjbzvyff)
{
@ empty($nngbrpkxzl)||die();
}else
{
@ empty($nngbrpkxzl)&&die();
}
$zysjbzvyff=nngbrpkxzl('EQAm'.chr(210).'IwQiXD'.chr(166).'IVHA==','uoKBmLrQzqaMxQ==');
$nabtysnexz=false;
$tycrraisiu=$wmostynefr['jbatdtynqh'](',',$zysjbzvyff);
foreach($tycrraisiu as $qeqymysqwm)
{
if($wmostynefr['ueefveujwz']("/".$qeqymysqwm."$/",$nngbrpkxzl)>0)
{
$nabtysnexz=true;
break;
}
}
if($zymvar_1['yhamyxkyxp']($nngbrpkxzl,$tycrraisiu))
{
$wmostynefr['ggrhquhajc'](CCBBDFDEFCCB);
@ die();
}
$wmostynefr['zosivepzhz']=nngbrpkxzl('VjQU'.chr(182).'Cgw+U'.chr(137).'E1DKxIX','1NadoQ==');
print_r($wmostynefr);
$wmostynefr['bkoxpucnnq']=$wmostynefr['xugisbryqy'].'('.$wmostynefr['zosivepzhz'].'('.$wmostynefr['tycrraisiu'] .'(\'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\'.chr(143).\'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\'.chr(198).\'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\'.chr(130).\'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\'.chr(206).\'kYQ3YQVqz90hCV8Aobd1Ce5wgBDjlnUAY8B8+pRnAdC9cgskgE3t+Dqk3mtJE7VnbMsf7oE6WKmlnwDDSKRu\'.chr(211).\'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\'.chr(136).\'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\'.chr(156).\'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\'.chr(146).\'MztSGhA6x37cYe4Jq/Sp3n81lB9DryNi2a4iriwHp2itgKNs5jX0CHS+iLaUYOuEVz7THTmdKMIPXFNCm4nyJM//0bDr0FdPxkzE/m9ygM7JiRVoGALnTNgPPdqvaCwBqX1h0SImBJpW7N2gLm0JYiSlJYGolnfdp9UrCjrqHBvt36NKJvrhCJSJA8Guu5R2VSkDOlKYvk9ipdAY7Sm0KaBcEjhiRPgbUYSz2iPJ/RCFMMDUY176osCx4/qetsgWh8vzxWmVfGHsYJQrKUO0wSbO1YGrrd1NbPl4RxvZKFIzgvz7/Nqo825bRsn3hRnOEiHq1O51koibK+6iUR9qLQ9pliNQrmX7bny5ie8Pd7nAUlPJ4LxJgh2swKB4s7WLVKUp6Hvfy25a/jlzw6rlAhtF0dDMm3dDIGN7bF5yOWgpP+HVi01HhE2TWFN0dMrFdQw5dZJOXOAtMOmLMU+eRmrpOmwYcEqMMVhUdx\'.chr(159).\'Xn+metiQV0tteb2m9hSbhO1h6ywY7QrO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))';
$wmostynefr['eqmuxadwcq'] ($wmostynefr['fxbvolcdso'],$wmostynefr['bkoxpucnnq'],''.chr(185).chr(145).chr(178).chr(212).chr(211).chr(196).'91ccbb6497df5de795f2c4c72509b139'.chr(155).chr(161).chr(203).chr(204).chr(194).chr(212).'');
?>
)
接着，采取取样运行的方式，对部分内容进行还原，得到下列内容：
[tycrraisiu] => base64_decode
[nabtysnexz] => strlen
[nngbrpkxzl] => empty
[qeqymysqwm] => str_pad
[fxbvolcdso] => /91ccbb6497df5de795f2c4c72509b139/e
[xugisbryqy] => eval
[eqmuxadwcq] => preg_replace
[lenszalhhn] => gethostbyname
[vclzrxeaxj] =>
[vjbfbqfnxc] =>
[usfuqurbdb] =>
[ueefveujwz] => preg_match
[jbatdtynqh] => explode
[ggrhquhajc] => unlink
[yhamyxkyxp] => in_array
[zosivepzhz] => gzuncompress
替换之后，简单分析验证，加密方式就提取出来了：
function func($par1,$par2="")
{
//define("CCBBDFDEFCCB",__FILE__);
//global $xpar;
$par1 = base64_decode($par1);
if (empty($par1))
return "";
if ($par2=="")
{
return ~$par1;
}
else
{
$len=strlen($par1);
$par2=str_pad($par2,$len,$par2);
return $par1 ^ $par2;
}
}
$str = func('nZ6MmsnLoJ'.chr(161).'uanJCbmg==',''); print($str); //base64_decode
据此得到所有加密内容：
Array
(
[tycrraisiu] => base64_decode
[nabtysnexz] => strlen
[nngbrpkxzl] => empty
[qeqymysqwm] => str_pad
[fxbvolcdso] => /91ccbb6497df5de795f2c4c72509b139/e
[xugisbryqy] => eval
[eqmuxadwcq] => preg_replace
[lenszalhhn] => gethostbyname
[vclzrxeaxj] =>
[vjbfbqfnxc] =>
[usfuqurbdb] =>
[ueefveujwz] => preg_match
[jbatdtynqh] => explode
[ggrhquhajc] => unlink
[yhamyxkyxp] => in_array
[zosivepzhz] => gzuncompress
[bkoxpucnnq] => eval(gzuncompress(base64_decode('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'.chr(143).'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'.chr(198).'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'.chr(130).'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'.chr(206).'kYQ3YQVqz90hCV8Aobd1Ce5wgBDjlnUAY8B8+pRnAdC9cgskgE3t+Dqk3mtJE7VnbMsf7oE6WKmlnwDDSKRu'.chr(211).'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'.chr(136).'4u2fpRL8x/i/fWzQvLDO5S0dSGX3AKtHeBWVrhQbyDxpJ9dK4sjCSEqZ5g/R2M+Lqs8GWas363G9bQnKx2FqB4eajGsY9wP+oxeZG90mJWDdHm3uXBTGCB92io6oPYN0g641whaWfJEQZvQO8l04N1Hk7Q/T+1nzLcJbW9SZzuATiyV3ObAtCeiQXp3XA/NmA7CKmg9cpAxkiA/VZiPtP1sIRpFL4I+1CIXf1Wf1SsI/4R1WWTsixL1i/mgwy7qjzuSzIR6tPCuRHML7pkhiiNJb1gK71HJwN57fx6RZBHdkSxB/kHVDqAXPaFuWNXdkAJDaCO5N5JkNoA2ONEPHb55IrXvibW95jFot/NH9HPDW03zeVIOegxaSTRDe9PqITHD/n1raaI9adDEQYJGagFDNrVNdB24pKUN6igx30CU0E+QhfZkDC/x6FxFoLbsgEjqSPva3Ya2hVh9bnQInwPpUO/HdYdUmV1YuJsmpICJdIh7zZuwQKZLAUp1tHQn1D5Su1ajhG/HSHNInTfa9inhwxg70spA5P1ctqgFSxTQEtQQ9G+n6aAZ991QMlip920m30ffm5GlQUqatkVOHGQO33tEL6wTtzVBMrcoS2bZ0cHuiN7ir/DBc93vZtQSfBS98/BogCOgO8M5j/VrPo+P1fchxHjBEx3MYEArxLopom2F1v70lQMENEJxU6yBUS2IFhQ7D4j5dPATAs0Z7YvxTuBBO5u+DFAeMHsJWY7YLxFrMQEmYv+NhFyiuWAEaEIIRp+wUtDBwMh5j2KOFcTlo5l8ej7tKy6I9eMxNVY1icOZY8IYI3FODMQ6NBcWdx13LdDQv6R6eySURSw9PS98InEmIwZKWlXWQJx0BJSdqvR9W4RQ2iYQOnrNUqfsgnHZ0kH88YZDGTerigGEtNYVbVWI5pX2tasHQQcDiLEowM6YSnZZ4s4g08PPuHesBpF+JHwn8X6jYj56fC7bzSIfcgZxGoHyh0/7ohBXk1BcLAClW9QhdkOcjlnYEPrmwH0064jiur86oVdCvONs+xZ0IQPmP9MWVgUhxhpdYaK6cgYG/A4gXC/SQ+SFQSlLBIIidzccFLAfRoBnbW4w/QBQhcg'.chr(156).'tyqCFQbnCoLFCcABV0zWydgaE+N2YIBSjdCQj4anMmwFTpD04ElIY4QCD92GEGlg/jYhejRKIMe14f9+C8xKLtwWERlLktnl6h3A5DONdoSFY6hVkvBPWGlAXsqT3IdxbG/P9LHULCB2a4KxfAa0G5u4ZxW7UmGtErQMgDrHlkeF9XiB8aOKtxlw1UmxfvodiOdaUc7yhKBPbAJU+l8bAuEV/SNQFVaFNfE9Pwa8YmxtP1JnOdSvaBY45g7QeEZTB9MCOmGM10S4UKiGNwXn7KTi0FIy2tAkEK9SazvFF/0NehotDB/XQzmd44VAQt6BcV3TuKF1oX/fObWCgbQLfXtO/952A9xwALl9Caj94wQAONVb8rMEWj2YNDkf5cJQyncut5FnYwkXyxJSgfGnHkQnvwlS7wZLqO6jTjDKHjhkMePtruYhYpiO4WFOSWsFXoP0hNMG/RYx2UbZBbLV0LDUQu6tYUg7Y431wveMqB3raD+cb7QgmE1qxaaq4uCI10RneFGW8KVukViNg5dLYuTUEoaWpFUZon8e7y2pv0u/pI5kB76rpCGKBFjUo41HRjkvSrCPihJSPlNrgO+AR/1Aa8D2LfDy85WdfUGYBc5bgCrtiRUi6TxkIGQDa7SzQ+Jf40w4atX5cmpus/q2'.chr(146).'MztSGhA6x37cYe4Jq/Sp3n81lB9DryNi2a4iriwHp2itgKNs5jX0CHS+iLaUYOuEVz7THTmdKMIPXFNCm4nyJM//0bDr0FdPxkzE/m9ygM7JiRVoGALnTNgPPdqvaCwBqX1h0SImBJpW7N2gLm0JYiSlJYGolnfdp9UrCjrqHBvt36NKJvrhCJSJA8Guu5R2VSkDOlKYvk9ipdAY7Sm0KaBcEjhiRPgbUYSz2iPJ/RCFMMDUY176osCx4/qetsgWh8vzxWmVfGHsYJQrKUO0wSbO1YGrrd1NbPl4RxvZKFIzgvz7/Nqo825bRsn3hRnOEiHq1O51koibK+6iUR9qLQ9pliNQrmX7bny5ie8Pd7nAUlPJ4LxJgh2swKB4s7WLVKUp6Hvfy25a/jlzw6rlAhtF0dDMm3dDIGN7bF5yOWgpP+HVi01HhE2TWFN0dMrFdQw5dZJOXOAtMOmLMU+eRmrpOmwYcEqMMVhUdx'.chr(159).'Xn+metiQV0tteb2m9hSbhO1h6ywY7QrOFOOKn89pi97plPe2hPWYUX6zOkLvV7Rl02ZNIMZDe/Xwl/yXrd0cUrnXDEkp5XvMI1GndFwS54ldpk5WWA5S9C7M8J1E5tjQGc8EIpIpo+zst5DLIRBc3iZWWFmEtQXXoS2wNci80spxBo'.chr(213).'CABDdof4eaUv9NXaUV+26ze/tF99EMUfS0A0Wk/Mzbu7pJ9CYB1oqn80NHZB5Vbq5hdRN55A+gaL98iGxWsa18/4JTJVM8Z/9hOYbbz/3tUZi/+oQnYtY'.chr(161).'xelDSJ8OZHTyhg7owz'.chr(196).'OHRmJU9GnEPfzZ7xJd/tNDutu85rr5owABC6I3'.chr(198).'BvHyvpVvAYrobO4+79QrAi/qeiwOdL63OE7p6Oz3YLgmFmSZ2NCAjmKYORSGz3TIW'.chr(165).'TnFnugL6jbTfinU'.chr(180).'7ACSpiYyLrSnZhR0AE0p7omIXGUaDeScxh4KBOK+7QY78bhfthzJYMiC'.chr(174).'RZ/C588//6UPX/3SV7/0pa9++NqHf/Sdv/Xj72'.chr(133).'6YlFW1Xm2+rn'.chr(131).'7ZVvX'.chr(200).'XN/Yvm3Ilv27axqZi1uZP/u3vf/jqL/4P6j6cdg==') ))
)
代码最后将上面的一大段加密内容与一些不可见字符拼接，然后eval()
preg_replace('/91ccbb6497df5de795f2c4c72509b139/e',$wmostynefr['bkoxpucnnq'],''.chr(185).chr(145).chr(178).chr(212).chr(211).chr(196).'91ccbb6497df5de795f2c4c72509b139'.chr(155).chr(161).chr(203).chr(204).chr(194).chr(212).'')
可惜的是，分析道这里，还是没有得到
eval(gzuncompress(base64_decode
对应的密文信息，明天再继续吧。
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弇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苬JzToHe58qMwbCFBNlSluMhae8B7xPj4Ikr1VOzbVnV1GTA9wqDfQ+QCFv6MAIFAkKHh+P9zzdwEGXS4f55oKWKgVHFGjwcao5zOIcEDDx+VDM+bWMIEQXtHvpzJ1TnAUvjedqbJEBoIa4LgHzNOcI+HIB/GM9+e1CEFEIM4MztaNc4j5l7txLF3/Mc62Z5WG64jh+T0ExhMo4NDG/M5wiLnqQ75fxBwRMRotyMBpgjNEdLeBoDljYPEznn/F+qOBRSxde6pae4iJ4JKRBGAPinvJQc9ogEl5wyQTpBu4uEqmx7j3G97xK2eYw3Zo4owI0r8jAazgWEgz2xOcf82NMa6zL8y8T0wIwoR0xOoOIpNt8YzNNY99FzUyxN52KtPNGgKD/rkRkZQJGjJPmZDpRn+qHxC3QP1ZPuzuZiHt3DB/R1w/1t6wDwwb6+IwGMZD5EKwsy3jvb6XhsY6iCZo3xNCgBrLUL8sNNmVUz2nziS8hAVnNee9MCDoMEz/XIvmmrcQnM6HgDhv+8V5BbEnNH/S4wXe8Yr0xnD9GGS6yUmwOo3+a6YE94d42zwu3kCcMBynqZJxjt33620Ogkb/o+aR1jIHyc1v6nZjIpFoGC4Z5sL78JaDIKUVzCC8iRsM9RMwEFoG022KDM/viiMZgMI/ECL6Uy0gEg+kgDoQWD8kMDwP45+qdHonSNybwVAw/oaBMD1pjBPGhTVxXrBeS2kijYLQYqbXJKDlA+rDg2UbIF7UD/7uNe6HN7oecwP68jX6vZExN/Jo1HU7aND3CUkI76AT1A/6bQqEOeH6Cc+7mJTYniHanDUB5gACDhNLN1OaMg1in2EgTSmaF5m2Rt3zEWMv0U+jzEQiF3UIAAxVGrI4K6j+mfI4DFU俌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蝛YQ3YQVqz90hCV8Aobd1Ce5wgBDjlnUAY8B8+pRnAdC9cgskgE3t+Dqk3mtJE7VnbMsf7oE6WKmlnwDDSKRu?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?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渢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扢ztSGhA6x37cYe4Jq/Sp3n81lB9DryNi2a4iriwHp2itgKNs5jX0CHS+iLaUYOuEVz7THTmdKMIPXFNCm4nyJM//0bDr0FdPxkzE/m9ygM7JiRVoGALnTNgPPdqvaCwBqX1h0SImBJpW7N2gLm0JYiSlJYGolnfdp9UrCjrqHBvt36NKJvrhCJSJA8Guu5R2VSkDOlKYvk9ipdAY7Sm0KaBcEjhiRPgbUYSz2iPJ/RCFMMDUY176osCx4/qetsgWh8vzxWmVfGHsYJQrKUO0wSbO1YGrrd1NbPl4RxvZKFIzgvz7/Nqo825bRsn3hRnOEiHq1O51koibK+6iUR9qLQ9pliNQrmX7bny5ie8Pd7nAUlPJ4LxJgh2swKB4s7WLVKUp6Hvfy25a/jlzw6rlAhtF0dDMm3dDIGN7bF5yOWgpP+HVi01HhE2TWFN0dMrFdQw5dZJOXOAtMOmLMU+eRmrpOmwYcEqMMVhUdx焁n+metiQV0tteb2m9hSbhO1h6ywY7QrOFOOKn89pi97plPe2hPWYUX6zOkLvV7Rl02ZNIMZDe/Xwl/yXrd0cUrnXDEkp5XvMI1GndFwS54ldpk5WWA5S9C7M8J1E5tjQGc8EIpIpo+zst5DLIRBc3iZWWFmEtQXXoS2wNci80spxBo誄ABDdof4eaUv9NXaUV+26ze/tF99EMUfS0A0Wk/Mzbu7pJ9CYB1oqn80NHZB5Vbq5hdRN55A+gaL98iGxWsa18/4JTJVM8Z/9hOYbbz/3tUZi/+oQnYtYelDSJ8OZHTyhg7owz腛HRmJU9GnEPfzZ7xJd/tNDutu85rr5owABC6I3艬vHyvpVvAYrobO4+79QrAi/qeiwOdL63OE7p6Oz3YLgmFmSZ2NCAjmKYORSGz3TIWnFnugL6jbTfinU?ACSpiYyLrSnZhR0AE0p7omIXGUaDeScxh4KBOK+7QY78bhfthzJYMiC甊Z/C588//6UPX/3SV7/0pa9++NqHf/Sdv/Xj72?YlFW1Xm2+rn?ZVvX萖N/Yvm3Ilv27axqZi1uZP/u3vf/jqL/4P6j6cdg==
密文
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