其实分在逆向篇不太合适,因为并没有逆向什么程序。

在http://www.exploit-db.com/exploits/28996/上看到这么一段最简单的ShellCode,其中的技术也是比较常见的,0day那本书上也提到过,大神都用烂了。不过想来很久没有碰汇编了,就心血来潮,权当温习一下。

/*
User32-free Messagebox Shellcode for any Windows version
======================================================== Title: User32-free Messagebox Shellcode for any Windows version
Release date: 16/10/2013
Author: Giuseppe D'Amore (http://it.linkedin.com/pub/giuseppe-d-amore/69/37/66b)
Size: 113 byte (NULL free)
Tested on: Win8,Win7,WinVista,WinXP,Win2kPro,Win2k8,Win2k8R2,Win2k3
*/ char shellcode[] = "\x31\xd2\xb2\x30\x64\x8b\x12\x8b\x52\x0c\x8b\x52\x1c\x8b\x42"
"\x08\x8b\x72\x20\x8b\x12\x80\x7e\x0c\x33\x75\xf2\x89\xc7\x03"
"\x78\x3c\x8b\x57\x78\x01\xc2\x8b\x7a\x20\x01\xc7\x31\xed\x8b"
"\x34\xaf\x01\xc6\x45\x81\x3e\x46\x61\x74\x61\x75\xf2\x81\x7e"
"\x08\x45\x78\x69\x74\x75\xe9\x8b\x7a\x24\x01\xc7\x66\x8b\x2c"
"\x6f\x8b\x7a\x1c\x01\xc7\x8b\x7c\xaf\xfc\x01\xc7\x68\x79\x74"
"\x65\x01\x68\x6b\x65\x6e\x42\x68\x40\x42\x72\x6f\x89\xe1\xfe"
"\x49\x0b\x31\xc0\x51\x50\xff\xd7"; int main(int argc, char **argv){int (*f)();f = (int (*)())shellcode;(int)(*f)();}

运行后弹出了一个窗口:

aaarticlea/png;base64,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" alt="" />

第一反应是使用了MessageBox,用Windbg挂了一下,居然几个版本的MessageBox都没有断下来,细细一想也对 ,这个控制台程序根本没有加载User32.dll,怎么能调用MessageBox呢?于是分析了一下

下面是将其载入VS2005后,看到的shellcode反汇编代码,后面附上了注释:

/*
00417000 31 D2 xor edx,edx //edx = 0s
00417002 B2 30 mov dl,30h //edx = 0x30
00417004 64 8B 12 mov edx,dword ptr fs:[edx] //edx = PEB
00417007 8B 52 0C mov edx,dword ptr [edx+0Ch] //edx = _PEB_LDR_DATA
0041700A 8B 52 1C mov edx,dword ptr [edx+1Ch] //edx = InInitializationOrderModuleList.Flink
0041700D 8B 42 08 mov eax,dword ptr [edx+8] //eax = _LDR_DATA_TABLE_ENTRY.DllBase
00417010 8B 72 20 mov esi,dword ptr [edx+20h] //esi = _LDR_DATA_TABLE_ENTRY.BaseDllName.Buffer
00417013 8B 12 mov edx,dword ptr [edx] //edx = _LDR_DATA_TABLE_ENTRY.InInitializationOrderLinks.Flink
00417015 80 7E 0C 33 cmp byte ptr [esi+0Ch],33h //search "kernel32.dll"
00417019 75 F2 jne shellcode+0Dh (41700Dh)
0041701B 89 C7 mov edi,eax //edi = kernel32.dll.DllBase (IMAGE_DOS_HEADER)
0041701D 03 78 3C add edi,dword ptr [eax+3Ch] //edi = kernel32.dll.IMAGE_NT_HEADERS (kernel32.dll.DllBase + IMAGE_DOS_HEADER.e_lfanew)
00417020 8B 57 78 mov edx,dword ptr [edi+78h] //edx = kernel32.dll.DataDirectory[IMAGE_DIRECTORY_ENTRY_EXPORT].VirtualAddress (RVA)
00417023 01 C2 add edx,eax //edx = kernel32.dll.DllBase + kernel32.dll.DataDirectory[IMAGE_DIRECTORY_ENTRY_EXPORT].VirtualAddress (Real Address)
00417025 8B 7A 20 mov edi,dword ptr [edx+20h] //edi = kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfNames (RVA)
00417028 01 C7 add edi,eax //edi = kernel32.dll.DllBase + kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfNames (Real Address)
0041702A 31 ED xor ebp,ebp //ebp = 0
0041702C 8B 34 AF mov esi,dword ptr [edi+ebp*4] //esi = kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfNames[ebp] (RVA)
0041702F 01 C6 add esi,eax //esi = kernel32.dll.DllBase + kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfNames[ebp] (Real Address)
00417031 45 inc ebp //ebp++
00417032 81 3E 46 61 74 61 cmp dword ptr [esi],61746146h //match "Fata"
00417038 75 F2 jne shellcode+2Ch (41702Ch)
0041703A 81 7E 08 45 78 69 74 cmp dword ptr [esi+8],74697845h //match "Exit"
00417041 75 E9 jne shellcode+2Ch (41702Ch)
00417043 8B 7A 24 mov edi,dword ptr [edx+24h] //edi = kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfNameOrdinals (RVA)
00417046 01 C7 add edi,eax //edi = kernel32.dll.DllBase + kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfNameOrdinals (RVA) (Real Address)
00417048 66 8B 2C 6F mov bp,word ptr [edi+ebp*2] //ebp = kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfNameOrdinals[ebp]
0041704C 8B 7A 1C mov edi,dword ptr [edx+1Ch] //edi = kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfFunctions (RVA)
0041704F 01 C7 add edi,eax //edi = kernel32.dll.DllBase + kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfFunctions (Real Address)
00417051 8B 7C AF FC mov edi,dword ptr [edi+ebp*4-4] //edi = kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfFunctions[ebp-1] (RVA)
00417055 01 C7 add edi,eax //edi = kernel32.dll.DllBase + kernel32.dll.IMAGE_EXPORT_DIRECTORY.AddressOfFunctions[ebp-1] (Real Address)
00417057 68 79 74 65 01 push 1657479h //push " BrokenByte"
0041705C 68 6B 65 6E 42 push 426E656Bh
00417061 68 20 42 72 6F push 6F724220h
00417066 89 E1 mov ecx,esp //ecx = "@BrokenByte."
00417068 FE 49 0B dec byte ptr [ecx+0Bh] //set end of '\0'
0041706B 31 C0 xor eax,eax //eax = 0
0041706D 51 push ecx //lpMessageText = ecx = "@BrokenByte"
0041706E 50 push eax //uAction = eax = 0
0041706F FF D7 call edi //FataAppExitA(0, "@BrokenByte");
*/

原来是调用了kernel32中的FataAppExitA这个函数!

然后自己写代码模拟了一下这段程序:

void ShellCodeFunction()
{
PPEB Peb = NULL;
PPEB_LDR_DATA LdrData = NULL;
PLDR_DATA_TABLE_ENTRY LdrEntry = NULL;
PVOID ModuleBase = NULL;
PWCHAR ModuleName = NULL;
PVOID Kernel32ImageBase = NULL; //
// 根据FS指向当前TEB,通过TEB.ProcessEnvironmentBlock获取PEB
//
__asm{
mov eax, dword ptr fs:[0x30]
mov Peb, eax
}
LdrData = Peb->Ldr;
LdrEntry = (PLDR_DATA_TABLE_ENTRY)((ULONG)LdrData->InInitializationOrderModuleList.Flink - 0x10);
ModuleBase = LdrEntry->DllBase;
ModuleName = LdrEntry->BaseDllName.Buffer; while (LdrEntry->BaseDllName.Buffer[0x0C/2] != '3')
{
LdrEntry = (PLDR_DATA_TABLE_ENTRY)((ULONG)LdrEntry->InInitializationOrderLinks.Flink - 0x10);
ModuleBase = LdrEntry->DllBase;
ModuleName = LdrEntry->BaseDllName.Buffer;
} Kernel32ImageBase = ModuleBase; //
// 定位到kernel32.dll后,开始分析PE文件的导入表
//
PIMAGE_DOS_HEADER ImageDosHeader = NULL;
PIMAGE_NT_HEADERS ImageNtHeaders = NULL;
PIMAGE_EXPORT_DIRECTORY ImageExportDirectory = NULL;
DWORD Index = 0;
WORD FunctionIndex = 0;
CHAR* FunctionName = NULL;
typedef void (__stdcall *Pfn_FatalAppExit)(UINT, LPCSTR);
Pfn_FatalAppExit pfnFatalAppExit = NULL; ImageDosHeader = (PIMAGE_DOS_HEADER)Kernel32ImageBase;
ImageNtHeaders = (PIMAGE_NT_HEADERS)((PBYTE)ImageDosHeader + ImageDosHeader->e_lfanew);
ImageExportDirectory = (PIMAGE_EXPORT_DIRECTORY)((ULONG)Kernel32ImageBase + ImageNtHeaders->OptionalHeader.DataDirectory[IMAGE_DIRECTORY_ENTRY_EXPORT].VirtualAddress); while (1)
{
FunctionName = (CHAR*)((ULONG)Kernel32ImageBase + (((PULONG)((ULONG)Kernel32ImageBase + ImageExportDirectory->AddressOfNames))[Index++]));
if (strncmp(FunctionName, "FatalAppExitA", 12) == 0)
break;
} FunctionIndex = ((PWORD)((ULONG)Kernel32ImageBase + ImageExportDirectory->AddressOfNameOrdinals))[Index - 1];
pfnFatalAppExit = (Pfn_FatalAppExit)((ULONG)Kernel32ImageBase + (((PULONG)((ULONG)Kernel32ImageBase + ImageExportDirectory->AddressOfFunctions))[FunctionIndex])); pfnFatalAppExit(0, "@BrokenByte");
}

需要注意的是,这里只是模拟它的C语言实现,并非完全逆向。因为这里是shellcode,根本都没有局部变量,函数堆栈平衡的等操作,都是使用寄存器来进行的。另外,也没有考虑很多异常处理,代码严谨性也不怎么样

最后,程序的思路很多地方都有介绍,再介绍一下吧:

1、FS寄存器在Ring3下作为段选择子,在GDT中指向了一个特殊的页面——线程环境块TEB。

2、而TEB中偏移0x30的地方指向了所属进程的进程环境块PEB。

3、PEB中偏移0x0C的地方是一个指针,指向了一个PEB_LDR_DATA结构,这个结构中包含了当前进程加载模块的信息。

4、PEB_LDR_DATA结构中有三个LIST_ENTRY,这其中InInitializationOrderModuleList是按照初始化顺序来将所有模块串成链表。

5、上述InInitializationOrderModuleList链接的结构是LDR_DATA_TABLE_ENTRY,这个结构就是一个具体的DLL信息了,其中包括了加载基地址,大小,入口地址,名字等等。

6、遍历这个链表,找到kernel32!所属的LDR_DATA_TABLE_ENTRY结构,然后获取其加载基地址保存起来。

7、加载基址也就是一个PE文件头开始的地方,从这里开始对PE文件的导出表进行分析,获取FatalAppExitA函数地址。关于PE文件的内容,这里就不多说了,大家可以参考《Windows PE权威指南》这本书。

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