一个简单的代码虚拟化编写工具
本帖最后由 spdv123 于 2015-11-21 11:03 编辑前两天看了乌云知识库的一篇文章“动手实现代码虚拟机“(链接:http://drops.wooyun.org/tips/10384)
感觉这种方式十分新鲜,于是楼主自己做了一个C++版本的“代码虚拟化工具”,功能暂时还十分有限,
以后会多加改进。(本人还是新手,各种不足请各位多多批评指正)
(工具代码开源)
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还是先介绍一下这是干什么的吧~(直接引用了原文的解释)
虚拟化实际上我认为就是使用一套自定义的字节码来替换掉程序中原有的native指令,而字节码在执行的时候又由程序中的解释器来解释执行。自定义的字节码是只有解释器才能识别的,所以一般的工具是无法识别我们自定义的字节码,也是因为这一点,基于虚拟机的保护相对其他保护而言要更加难破解。但是解释器一般都是native代码,这样才能使解释器运行起来解释执行字节码。其中的关系就像很多的解释型语言一样,不是系统的可执行文件,不能直接在系统中运行,需要相应的解释器才能运行,如python。
嗯,于是,我做的工作就是建立了一个头文件(mvm.h),在其中定义了MOV, JMP, CMP之类的指令并加以解释,
编写代码时每个指令被存放在一个数组的各个位中(不同于wooyun的内嵌汇编指令),就象这种形式:
int s = {
MOV, EAX, 0x50
, MOV, EBX, 5
, SYS_READ
, MOV, EBX, 'D'
, MOV, 0x14, 0x50
, CMP
, JNZ, 8
, MOV, EAX, 0x30
, MOV, EBX, 9
, SYS_WRITE
};
可以看到是和汇编代码很相像的。
具体解释一下各个指令的含义吧(之前写在头文件里了,不过是英文的):
//buffer是全局的数组用来保存字符串
MOV X Y //copy the value of Y to X
//where X equals to EAX, EBX
//ECX, EDX or 0x14(copy head_buf
//to EAX)
复制Y的值给X,X可以是EAX, EBX, ECX, EDX,或者0x14,此时是复制buffer的值给X
ADD X Y //add the value of Y to X
//where X equals to EAX, EBX
//ECX, EDX or 0x14(add head_buf
//to EAX)
增加Y的值到X上,X可以是EAX, EBX, ECX, EDX,或者0x14,此时是增加buffer的值到X
DEC X Y //decline the value of Y to X
//where X equals to EAX, EBX
//ECX, EDX or 0x14(decline head_buf
//to EAX)
减去Y的值到X上,X可以是EAX, EBX, ECX, EDX,或者0x14,此时是减去buffer的值到X
XOR //do an xor operation of EAX and
//EBX, the result saves in EAX
将EAX和EBX按位异或,结果存在EAX
CMP //compare EAX and EBX, if equals
//zero flag(ZF) will be set to 1
//else, ZF will be set to 0
比较EAX和EBX的值,相等ZF置0,否则置1
SYS_READ //read a string S from screen
//whose length is EBX and starting
//address is head_buf + EAX
从屏幕读取EBX长度的字符串并保存到buffer的位置
SYS_WRITE //write a string S to screen
//whose length is EBX and starting
//address is head_buf + EAX
向屏幕写入EBX长度的字符串,起始位置是buffer
JNZ X //if ZF is 0, the EIP curse will add X
//CAUTION: X is NOT abosolute address
如果ZF是0,实现跳转(注意所有的跳转是相对位置,就是数组下标差而不是绝对位置)
JZ X //if ZF is 1, the EIP curse will add X
//CAUTION: X is NOT abosolute address
如果ZF是1,实现跳转
JMP X //EIP curse will add X
无条件跳转
NOP //do nothing
空指令
这样的话,我们可以回头看刚才的程序:
MOV, EAX, 0x50 //EAX设置为0x50
, MOV, EBX, 5 //EBX设置为5
, SYS_READ //读入长度为5的字符串,保存在buffer到buffer的位置
, MOV, EBX, 'D' //设置EBX为大写D
, MOV, 0x14, 0x50//设置EAX为buffer(读入的第一个字符)
, CMP //比较EAX, EBX
, JNZ, 8 //不相等的话向后跳转8个指令(即到末尾)
, MOV, EAX, 0x30 //设置EAX为0x30
, MOV, EBX, 9 //设置EBX为9
, SYS_WRITE //输出buffer到buffer的字符串(在其他地方设置好了,是“success!\n”)
哈哈,是一个超级简单的Crack Me:loveliness:
可以发现,这么写的话计算跳转太麻烦了,于是我做了一个GUI(伪,其实调用了之前写的控制台程序)
用标签实现跳转,具体是定义标签是用冒号加标签名称,如":jUmp1"
调用标签是标签名称加冒号,如"jUmp1:"
这样程序可以写为:
MOV EAX 0X50
MOV EBX 5
SYS_READ
MOV EBX 'D'
MOV 0X14 0X50
CMP
JNZ END:
MOV EAX 0X30
MOV EBX 9
SYS_WRITE
:END
另外,数据的话也做到了简单插入,上图吧~
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
嗯,右边的框框是插入数据用的,位置,长度,插入的字符串用空格隔开
然后点击生成cpp~,就会看到自动生成出的cpp啦,上一个生成的代码如下:
#include "mvm.h"
uch s = {
MOV, EAX, 0X50,
MOV, EBX, 5,
SYS_READ,
MOV, EBX, 'D',
MOV, 0X14, 0X50,
CMP,
JNZ, 7,
MOV, EAX, 0X30,
MOV, EBX, 9,
SYS_WRITE,
NOP,NOP};
int main() {
proc = new vm_processor;
vm_interp(s, 25);
getchar();
return 0;
}
如果你在目录中的G_LOC.ini中定义了g++编译器的位置,那么可以直接点击编译生成exe文件啦
运行效果如下:
data:image/png;base64,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{过}p{滤}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什么都没有
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{过}p{滤}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
输出成功消息!
在这里再放一段样例代码吧:
(注:是在http://www.52pojie.cn/thread-436205-1-1.html的CrackMe源码)
:START
MOV EAX 0X20
MOV EBX 9
SYS_WRITE
MOV EAX 0X50
MOV EBX 5
SYS_READ
MOV EBX 'A'
DEC EBX 1
MOV 0X14 0X50
CMP
JNZ START:
MOV 0X14 0X51
MOV EBX 'B'
CMP
JNZ SUC:
JMP START:
:SUC
MOV EAX 0X30
MOV EBX 9
SYS_WRITE
数据区:
0x20 9 Input_SN:
0x30 9 YOU_GOT!\n
0x40 7 failed\n
顺便说一句,这段代码防止了@苏紫方璇的修改关健跳法,
他当时是这么做的
004017AB|. /75 1B jnz short CrackMe!.004017C8
jmp了就可以了
但是但是~这个jmp是我们自己定义的jnz函数的跳转,也就是说程序所有的
jnz函数都会跳转异常,于是第二个jnz就跳转到失败的地方啦~
==============================================
说了这么多,再说一下程序不足的地方(新手的面貌体现出来了)
不能有空格
不能有空格
不能有空格
不管是标签还是字符串都不可以包含空格。。。
还有就是没有语法检查。。。。只能靠自己的细心了
刚刚接触这方面,感觉真的都好新鲜
期待和大家一同学习进步:loveliness:~
对啦还有下载,这里上传一个没有源代码的,开源太大的我放网盘上啦
(不含源代码)
链接:http://pan.baidu.com/s/1bneCj19 密码:d4e0(含源代码)
鑒於樓主第壹次發佈技術文章主題,
因未達到精華標準 特採取 高亮 威望 優秀 以茲鼓勵 ,希望堅持自己的愛好、多多發佈技術文獻與作品 並且早壹日成為大牛。
同時也希望他人學習樓主分享精神、技術菜,文章門檻低,不好意思發佈,這都不要緊.還有很多很多人正在破解大門前久久不能入門,也許正在苦惱。也許妳的壹個文章能讓他找到自信。而挽救壹個準備放棄的人 Sound 发表于 2015-11-23 15:27
鑒於樓主第壹次發佈技術文章主題,
因未達到精華標準 特採取 高亮 威望 優秀 以茲鼓勵 ,希望堅持自己的 ...
多谢Sound大大的鼓励,我会继续加油的! 新人进来学习 小白学不来……。 我也在乌云看来的 有不少汇编我就闪人了 厉害 感谢 都用这个保护的话,对破解来说难度就加大很多了。 新人进来学习+1{:1_903:} {:1_907:}略显高端……基本看不懂 学习了··················