空道 发表于 2014-8-17 10:24:48

android逆向学习小结--CrackMe_1 -----图已挂可下载附件阅读

断断续续的总算的把android开发和逆向的这两本书看完了,虽然没有java,和android开发的基础,但总体感觉起来还是比较能接收的,毕竟都是触类旁通的。当然要深入的话还需要对这门语言的细节特性和奇技淫巧进行挖掘。这里推荐2本书,个人觉得对android开发入门和android逆向入门比较好的教材:《googleandroid 开发入门与实战》《android软件安全与逆向分析》 1. 我对android逆向的认识因为之前有一些windows逆向的基础,在看android逆向的时候感觉很多东西都是能共通的。但因为android程序本身的特性,还是有很多不同的地方。 1.1 反编译android程序使用java语言编写,从java到android虚拟机(Dalvik)的dex代码(可以看成是android虚拟机的机器码)需要一个中间语言的转换过程。类似.NET的IL中间虚拟指令。而我们知道,.NET的IL中间代码之所以能很容易的"反编译"回C#源代码,是因为除了IL中间语言,还包含了大量的META元数据,这些元数据使我们可以很容易的一一对应的反编译回C#的源代码。java的中间语言.class文件也是类似的道理,我们可以使用工具直接从dex机器码反编译回java源代码。


1.2 逆向分析手段windows的逆向分析中,我们可以使用OD或者C32ASM来分析汇编指令(当然OD还可以动态调试),或者使用IDA + F5(hex Ray反编译插件)来静态的分析源代码(C/C++)在android逆向分析过程中:1) 我们可以使用ApkTool(本质上是BakSmali反汇编引擎)对apk文件进行反汇编,得到各个类、方法、资源、布局文件...的smali代码,我们可以直接通过阅读smali代码来分析程序的代码流,进行关键点的修改或者代码注入。2) 我们可以从apk中提取.dex文件,使用dex2jar工具对dex进行反汇编,得到jar包(java虚拟指令),然后使用jd-gui等工具再次反编译,得到java源代码,从源码级的高度来审计代码,更快的找到关键点函数或者判断,然后再回到smali层面,对代码进行修改。这种方法更倾向于辅助性的,最终的步骤我们都要回到smali层面来修改代码。3) 使用IDA Pro直接分析APK包中的.dex文件,找到关键点代码的位置,记下文件偏移量,然后直接对.dex文件进行修改。修改完之后把.dex文件重新导入apk中。这个时候要注意修改dex文件头中DexHeader中的checksum字段。将这个值修复后,重新导入apk中,并删除apk中的META-INF文件夹,重新签名即可完成破解。



1.3 android与C的结合在学习android逆向的时候感觉遇到的最难的问题就是分析原生代码,即JNI代码。开发者使用android NDK编写C/C++代码供android的java代码调用(通过java的代码转接层来完成接口的转换)。使用androidNDK编写的C/C++代码最终会生成基于ARM的ARM ELF可执行文件,我们想要分析软件的功能就必须掌握另一项技能,ARM汇编,ARM汇编个人感觉虽然和x86汇编类似,不过由于IDA Pro对ARM汇编没有反编译功能以及貌似没有工具能动态调试ARM代码(我网上没找到),导致我们只能直接硬看ARM代码,加上往往伴随着复杂的密码学算法等等,导致对NativeCode的逆向相对来说比较困难,对基本功的要求比较高。



1.4 关于分析android程序1) 了解程序的AndroidManifest.xml。在程序中使用的所有activity(交互组件)都需要在AndroidManifest.xml文件中手动声明。包括程序启动时默认启动的主activity,通过研究这个AndroidManifest.xml文件,我们可以知道该程序使用了多少的activity,主activity是谁,使用了哪些权限,使用了哪些服务,做到心中有数。 2) 重点关注Application类这本来和1)AndroidManifest.xml是一起的,但是分出来说是因为这个思路和windows下的逆向思路有相通之处。在windowsexe的数据目录表中如果存在TLS项,那程序在加载后会首先执行这个TLS中的代码,执行完之后才进行main主程序入口。在android中Application类比程序中其他的类启动的都要早。 3) 定位关键代码3.1) 信息反馈法(关键字查找法)通过运行程序,查找程序UI中出现的提示消息或标题等关键字,到String.xmlzhong中查找指定字符串的di,然后到程序中查找指定的id即可。3.2) 特征函数法这种做法的原理和信息反馈法类似,因为不管你提示什么消息,就必然会调用相应的API函数来显示这个字符串,例如Toast.MakeText().show()例如在程序中搜索Toast就有可能很快地定位到调用代码3.3) 代码注入法代码注入法属于动态调试的方法,我们可以手动修改smali反汇编代码,加入Log输入,配合LogCat来查看程序执行到特定点时的状态数据。3.4) 栈跟踪法栈跟踪法属于动态调试方法,从原理上和我们用OD调试时查看call stack的思想类似。我们可以在smali代码中注入输出运行时的栈跟踪信息,然后查看栈上的函数调用序列来理解方法的执行流程(因为每个函数的执行都会在栈上留下记录)3.5) Method ProfilingMethod Profiling,方法剖析(这是书上的叫法,我更愿意叫BenchMark测试法),它属于一种动态调试方法,它主要用于热点分析和性能优化。在DDMS中有提供这个功能,它除了可记录每个函数所占用的CPU时间外,还能够跟踪所有的函数调用关系。


1.5 关于android的代码混淆和加壳java语言编写的代码本身就很容易被反编译,google为此在android 2.3的SDK中正式加入了ProGuard代码混淆工具,只要正确的配置好project.properties与proguard.cfg两个文件即可使用ProGuard混淆软件。java语言由于语言自身的特殊性,没有外壳保护这个概念,只能通过混淆方式对其进行保护。对android NDK编写的Native Code倒是可以进行加壳,但目前貌似只能进行ups的压缩壳保护



2. CrackMe_1 分析学习 2.1 运行一下程序,收集一些基本信息data:image/png;base64,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只有一个输入框,那说明这个验证码的输入来自别的地方,因为我们知道,不管你的加密算法是啥,总是要有一个函数输入源的,我们在UI界面上输入的相当于是结果,而输入源应该来自于别的地方,计算完之后和我们在UI上输入的结果进行对比,大致是这个思路。data:image/png;base64,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

2.2 分析使用apktool反编译apk文件。查看AndroidManifest.xml文件。了解到主activity为:Main。接着我们从apk中提取.dex文件。用dex2jar->jd-gui来查看java源代码。
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
看到里面很多的a,b,c方法,基本上可以判定是配ProGuard混淆了,不过问题也不大,虽然显示的是无意义的函数名但是不影响我们分析代码流程。 2.2.1 类b的分析
从OnCreate()的代码来看,我们首先从类b开始分析:类b 提供了一个公共的构造函数 public b(ContextparamContext),一个私有的成员函数privateString b(),以及一个公有成员函数public final void a()。 b(): 通过TelephonyManager获取设备相关的一些信息,然后通过PackageManager获取到自身的签名。然后把这些字符串拼接起来返回给调用者。TelephonyManagerlocalTelephonyManager =(TelephonyManager)this.a.getSystemService("phone");
    String str1 = localTelephonyManager.getDeviceId();
    String str2 = localTelephonyManager.getLine1Number();
    String str3 = localTelephonyManager.getDeviceSoftwareVersion();
    String str4 = localTelephonyManager.getSimSerialNumber();
    String str5 = localTelephonyManager.getSubscriberId();
    Object localObject = "";
    PackageManager localPackageManager = this.a.getPackageManager();
    try
    {
      String str6 =localPackageManager.getPackageInfo("com.lohan.crackme1",64).signatures.toCharsString();
      localObject = str6;
      return str1 + str2 + str3 + str4 + str5 +(String)localObject;
    } a():SharedPreferenceslocalSharedPreferences = PreferenceManager.getDefaultSharedPreferences(this.a);
    SharedPreferences.Editor localEditor;
    if (!localSharedPreferences.contains("machine_id"))
      localEditor = localSharedPreferences.edit();
    try
    {
      localEditor.putString("machine_id", b());
      localEditor.commit();
      return;
    }a()调用方法b()获取字符串,然后通过SharedPreferences.Editor将这个字符串值存储到键machine_id,可以理解为机器码。也就是说,这个加密函数的输入是本机的机器码。经过上面的分析,类b对外提供方法a,功能就是生成"机器码"并存储到系统中,对应的键为machine_id。

2.2.2 类c的分析类c提供的方法较多,我们逐个分析。1) 构造函数publicc(Context paramContext)
{
    a = paramContext;
    b = "f0d412b5530e1f9841aab434d989cc77";
    c = "4ec407446b872351e613111339daae9";
}把参数环境上下文Context本地化,并声明了两个字符串。 2)public static boolean b()MessageDigestlocalMessageDigest = MessageDigest.getInstance("MD5");
localMessageDigest.update(paramString.getBytes(), 0, paramString.length());
return new BigInteger(1, localMessageDigest.digest()).toString(16);通过MessageDigest计算paramString的MD5值。 3)public static boolean b()PackageManagerlocalPackageManager = a.getPackageManager();
    try
    {
      String str = b(newString(localPackageManager.getPackageInfo("com.lohan.crackme1",64).signatures.toChars()));
      if (!str.equals(b))
      {
      boolean bool = str.equals(c);
      if (!bool);
      }
      else
      {
      return false;
      }
    }通过getPackageManager 获取自身的签名,如果签名与构造函数中的两个字符串b(f0d412b5530e1f9841aab434d989cc77)或者c(4ec407446b872351e613111339daae9)任意一个相等,那么返回false,否则返回true。 4)public static int a(String paramString)try
    {
      if (b())
      return 0;
      SharedPreferences localSharedPreferences =PreferenceManager.getDefaultSharedPreferences(a);
      if(b(localSharedPreferences.getString("machine_id","")).equals(paramString))
      {
      if (b())
          return 0;
      SharedPreferences.Editor localEditor =localSharedPreferences.edit();
      localEditor.putString("serial",paramString);
      localEditor.commit();
      return 1;
      }
    }可以看出这段代码的功能为计算机器码的 MD5,如果与传入的参数paramString一致,那么通过SharedPreferences存入到serial(机器码的MD5值paramString)字段中。 当然还有调用b方法进行一些判断,自身的签名不能是已知的两个。 5)public static boolean a()SharedPreferenceslocalSharedPreferences = PreferenceManager.getDefaultSharedPreferences(a);
    if (!localSharedPreferences.contains("serial"))
      return false;
    String str = localSharedPreferences.getString("serial","");
    if (str.equals(""))
      return false;
    return a(str) >= 0;这个其实就是上面的int a(String paramString)的包装函数,通过SharedPreferences获取serial字段(机器码的MD5值),并传给这个方法,返回相应的返回值(判断结果)。

2.2.3 类a分析可以看到,类a是一个CountDownTimer:Schedule a countdownuntil a time in the future, with regular notifications on intervals along theway. Example of showing a 30 second countdown in a text field:(androidDeveloper)
data:image/png;base64,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

从onFinish函数我们看出这个类的功能是倒计时6秒,然后调用c.a(),也就是判断我们输入的serial是否等于"机器码"的MD5值。如果不能通过,就设置TextView内容提示注册。

2.2.4 类Main分析1) 在onCreate(),先初始化b和c的类。然后调用b.a()生成并存储"机器码",然后调用c.a(),也就是判断是否已经存储了serial,并判断是否能通过算法校验。如果不能通过,则什么都不做,这就是启动时检测注册状态的做法,即如果你之前已经注册了,那在之后的登录后就会自动识别出来,但是我们如果是第一次启动且没有注册,那这里就什么也不做。如果能通过,则调用自身的方法a()。而自身的方法a()又调用了c.b()方法,即检查我们输入的serial和机器码的MD5值是否相同,如果相同则什么也不做,如果不同就把下面的按钮和TextView等UI控件给隐藏了。并启动倒计时类a.start()。即二次验证。ps:这里要注意的是,由于程序使用了ProGuard来混淆代码,所以用jd-gui翻译出来的代码全都是从a,b,c开始计数,而且经常是变量、类、方法的命名混合了起来。我们在看java代码的时候遇到难懂的地方要结合smali代码一起看,这样才能获取比较准确的对程序代码流的把握。 2)public void onClick(View paramView)if(c.a(((EditText)findViewById(2131034114)).getText().toString()) == 0)
    {
      Toast.makeText(this, 2130968577, 0).show();
      return;
    }
    Toast.makeText(this, 2130968578, 0).show();判断我们通过UI输入的serial是否和"机器码"的MD5值相同,如果不相同则弹出提示Invalid serial!(可以通过ID值反查出对应的字符串),如果相同则弹出Thanks for purchasing!

通过以上分析,我们来综合一下思路:程序启动时会做一些初始化的工作,然后生成本地对应的机器码并保存在SharedPreferences中。检查当前的SharedPreferences中是否已经保存了serial键值对,并检查正确性,即检查是否上一次已经注册了。如果没有这个键值对,说明还没注册,如果存在这个键值对且正确性也符合,代码接下来会继续检查APK自身的签名是否为代码中定义的那两个,如果相等则什么都不做(即依然不通过检查),如果不等则代码继续执行倒计时6秒的类a, 6秒后再次检查一次serial键值对。对于那个按钮点击事件,onClick(),它获取用户通过UI输入的serial,并检测是否和"机器码"的MD5值相等,如果相等则存进SharedPreferences中的键值对中。 以上基本就是这个程序的代码思路了。我们可以看到,作者这里使用了双重保护的思路,即不仅要你输入的serial相同,而且对你的APK的签名也有限制。

3. 破解思路3.1 单纯的破解,用代码注入的方法得到注册码。经过分析,我们知道应该在b.smali的155行:data:image/png;base64,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

move-result-object v2 这里代码注入,因为这个b()的作用就是获取当前"机器码"(注意,这里获取的是没有MD5之前的"机器码",因为程序中的MD5都是临时算出来的)我们在这里加入:const-string v3,"SN"invoke-static {v3, v2},Landroid/util/Log;->v(Ljava/lang/String;Ljava/lang/String;)I重新回编译smalli代码。在命令行中执行adb logcat -s SN:v,然后再启动程序会在命令行中看到一大串字符串,这些字符串就是我们要的机器码data:image/png;base64,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

将这些字符串计算MD5值之后,就可以完成破解了。

3.2 读取程序对应的文件我们知道,所谓的SharedPreferences本质上是保存在当前程序空间下的/data/data/<package name>/shared_prefs/<packagename>_preferences.xml文件中的。我们可以通过adb连接上去,直接读取这个文件的内容。data:image/png;base64,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

可以看到,和我们通过代码注入的方式得到的机器码是相同的。


3.3 编写注册机这种方法是最好的,编写注册机要求我们对目标程序的代码有全盘的认识,然后模拟原本的算法或者逆向原本的算法写出注册机我们用Eclipse重新生成一个新的工程 com.lohan.crackme。注意,工程的报名必须和目标程序的包名一致,这样我们的注册机运行后得到的APK签名才会是一样的。核心算法如下:@Override
    protected void onCreate(Bundle savedInstanceState)
    {
      super.onCreate(savedInstanceState);
      setContentView(R.layout.activity_main);
      setTitle("crackMe1_keyGen");
      final Context context =getApplicationContext();
      
      //获取UI控件
      txt_machineCode = (TextView)findViewById(R.id.machineCode);
      txt_apkSig = (TextView)findViewById(R.id.apkSig);
      txt_serial = (TextView)findViewById(R.id.serial);
      btn_Go = (Button) findViewById(R.id.ok);
      
      //设置监听事件
      btn_Go.setOnClickListener(newOnClickListener(){
            public void onClick(View v)
            {
                //计算机器码
               TelephonyManager localTelephonyManager = (TelephonyManager)context.getSystemService("phone");
                String str1 =localTelephonyManager.getDeviceId();
                String str2 =localTelephonyManager.getLine1Number();
                String str3 =localTelephonyManager.getDeviceSoftwareVersion();
                String str4 =localTelephonyManager.getSimSerialNumber();
                String str5 =localTelephonyManager.getSubscriberId();
                ObjectlocalObject = "";
               PackageManager localPackageManager = context.getPackageManager();
                try
                {
               String str6 =localPackageManager.getPackageInfo("com.lohan.crackme1",64).signatures.toCharsString();
               localObject = str6;
               String str_result =str1 + str2 + str3 + str4 + str5 +(String)localObject;
               //得出机器码
               txt_machineCode.setText(str_result);
                  
               //计算当前APK的签名
               txt_apkSig.setText(str6);
                  
               //计算注册码
               MessageDigest localMessageDigest = null;
                   try {
                     localMessageDigest =MessageDigest.getInstance("MD5");
                   } catch (NoSuchAlgorithmException e) {
                     // TODO Auto-generated catch block
                     e.printStackTrace();
                   }
               localMessageDigest.update(str_result.getBytes(), 0, str_result.length());
               String str_serial = new BigInteger(1,localMessageDigest.digest()).toString(16);
               txt_serial.setText(str_serial);
                }
                catch(PackageManager.NameNotFoundException localNameNotFoundException)
                {
               while (true)
                   localNameNotFoundException.printStackTrace();
                }
            }

      });data:image/png;base64,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

破解结果data:image/png;base64,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

APK:http://pan.baidu.com/s/1qsygp 4. 总结至此,这个android的CrackeMe_1就算破解完成了。这段时间的android学习也算暂时告一段落,移动无线安全是未来的新方向,在不远的将来,基于android平台的各种应用和软件不仅仅是手机甚至是各种的互联终端都将进入人们的视野,无线安全的研究应该也会慢慢成为热点。我也希望下次再研究android安全的时候能有更深入的认识和体会。如果排版不清楚的 可看附件中的 doc文档

lgjxj 发表于 2014-8-22 13:31:01

很好,顶一个 。。。

wgz001 发表于 2014-8-25 15:44:43

沙发没了啊
我这里图片打不开
{:sad:}

craddy20 发表于 2014-8-26 13:30:17

好东西谢谢分享

明媚安生 发表于 2014-8-27 09:08:06

感谢分享,不过图都挂了

montana 发表于 2014-8-27 21:48:57


感谢分享

smallhorse 发表于 2014-8-28 00:00:51

学习中........感谢空道师傅

小试锋芒 发表于 2014-8-28 17:06:44

前来学习!膜拜大神!               

lhl8730 发表于 2014-9-6 14:42:50

强大,学习了

wereadas 发表于 2014-9-9 18:29:52

很好 啊膜拜啊 大神
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查看完整版本: android逆向学习小结--CrackMe_1 -----图已挂可下载附件阅读