1.分析消息的附加参数
例如:为了查看程序处理了哪些消息
在回调函数中调用输出函数,在控制台中输出消息的值;
aaarticlea/png;base64,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" 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结果:可以看到处理了消息7f、88、31f等消息
aaarticlea/png;base64,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" alt="" />
例如分析7f消息;
在vc6中可以选中任意一个消息类型宏,按F12进入宏的定义头文件中;
aaarticlea/png;base64,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" alt="" />
在头文件中找到7f对应的消息宏;
可以看到是WM_GETICON
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在msdn中搜索WM_GETICON:
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" alt="" />
可以查msdn来分析消息的参数;
例如:分析WM_CREATE消息
通过查msdn文档可以看到该消息的wParam没使用,lParam是一个指向CREATESTRUCT结构的指针;
然后分析这个结构,将lparam强转为CREATESTRUCT*型,然后就可以获取到消息带的参数;
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alt="" />
2.win32程序入口识别
1)入口函数WinMain
int CALLBACK WinMain( //CALLBACK表示__stdcall
HINSTANCE hInstance, //相当于imagebase
HINSTANCE hPrevInstance, //永远都是NULL不用管
LPSTR lpCmdLine, //命令行启动程序时后面接的参数用这个来读
int nCmdShow //以什么方式显示:最大化、最小化、隐藏
){
//...
}
WinMain有4个参数,并且是内平栈;
内平栈的压栈顺序是从右到左;因此最后入栈的参数为hInstance;
hInstance为程序的ImageBase;所以在WinMain函数的call前会push一个ImageBase;
ImageBase可以用kernel32.dll的GetModuleHandleA来获取;可以在MSDN中用该函数名来搜索获取函数详细信息;
函数的返回值一般保存在eax中;也就是说,如果一个call前面有GetModuleHandleA,并且push eax,很有可能是WinMain;
找到可能是WinMain的call后,需要跟进去确认;
看是否确实有4个参数,4个参数的内平栈函数应该结尾是 ret 10;
还需要排除是__fastcall;也就是要确认ECX/EDX没有被用来传参;
2)vc6编译release版
因为市面上的软件大多以release版发布,需要学会分析release版的程序;
编译成release版:
build->setActive configuration->工程名-win32 Release
3)找winmain实例
用od打开测试程序HelloWin32.exe;
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" alt="" />
找到可能是winmain的call;call前面有push一个GetModuleHandleA的返回值
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" alt="" />
选中call的那一行,按enter键进入函数内部查看;(按enter键程序并不会运行到call内部)
首先查看ecx和edx;可以看到这两个寄存器是在函数内部赋值的,说明没有用来传递参数;因此排除了是__fastcall;
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" alt="" />
往下找到返回的ret;
可以看到retn 10说明是内平栈__stdcall;
每个参数占4个字节;十六进制的10为4个参数;
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" alt="" />
然后查看函数的注释;
很明显是winmain中表示窗口特征的WNDCLASS结构;
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" alt="" />
综上所述,可以确定这个call就是WinMain;
3.ESP寻址的特点
1)关于esp寻址
在调用一个函数时,首先需要提升堆栈;
目的是在栈中分配一定的空间用来存放函数的临时变量;
如果是debug版的程序;
会先原来的ebp保存到栈中 ->push ebp
再将ebp移动到esp处 ->mov ebp,esp
然后esp提升 ->sub esp,40h
再然后用一堆cccccccc填充提升的堆栈区;
如果找参数一般就是用[ebp+8]找第一个参数;
release版的程序提升堆栈时不会移动ebp,而是直接将esp提升;
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" alt="" />
这样就导致了一个问题,不能再用[ebp+8]之类的寻址方式来找函数的参数了;
而需要通过esp来寻址;
例如:上图中的函数,找第一个参数寻址:[esp+58];esp提升了54,加上4个字节的函数返回地址;
esp寻址比ebp寻址要更加复杂:
ebp不会变而esp每有一次入栈的push就会加4,因此寻址相同的参数是就需要多减4个字节;
2)od的esp寻址技巧
每次要计算esp+58之类的很麻烦;
为了减少计算,可以双击od堆栈窗口的地址,转为相对栈底的偏移
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" alt="" />
因为esp有push时会变动,不方便观察;
可以锁定堆栈;
右键单击堆栈窗口-》Lock stack;这样即使有push也不会改变堆栈,方便观察;
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" alt="" />
3)od写注释
如果在od中找到了特定的一行,可以加注释来记录;
双击目标行的注释栏 -》在弹出的框中写上注释点确认即可;
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" 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4.窗口回调函数的定位
在分析win32程序时,最主要想知道程序是怎么处理消息的;
例如怎么处理鼠标右键单击之类的;
如何处理消息是在回调函数中定义的;
因此首先要找到回调函数;
1)思路
在Win32程序中,回调函数的地址存放在WNDCLASS结构的属性lpfnWndProc中;
WNDCLASS结构通过RegisterClass(&wndclass)函数注册到窗口;
也就是说,找到了RegisterClass函数,就能知道它往里面注册的结构的内容,回调函数的地址也就确定了;
2)实例
od打开目标程序,找到RegisterClass
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" alt="" />
按F8单步执行到push edx的下一行;
edx中很可能就是参数,参数就是WNDCLASS结构的地址;
在寄存器栏中找到edx的值,右键单击选Follow in Stack追进去看;
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" alt="" />
可以看到此时的WNDCLASS还是一个空的结构,需要函数执行完才能填满;
aaarticlea/png;base64,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" 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需要分析这一段的堆栈值的变化;
右键单击堆栈窗口-》Lock stack锁定堆栈;
然后按F8单步执行;
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXgAAADZCAYAAAAqqitZAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABmoSURBVHhe7Z1Pzi1LccRZH1uAKbaX8fYAAzP3Nhgww3tgEW/+QNfUs0IKJfmvO8/p6nM6LP30dUZE1ldV91ZyxQD/5scvP/8QQgjxffzmX//346effhJCCPFlaMALIcSX8uuA/5+//SwC1iV5uuih+xNiH+WAx38SeN4T0ICaofsTYh8a8AUaUDN0f0LsIx3wGO7Ay7yLHb/TY7oHnCM6zxN8qwkhriEc8PbBRg/4nez4nZbJ77f7f1oNjWshxHW0B/wudu9j8rt57/jm9b7dh861EOI6wgG/8B5sF/Rauj6Tee9m8nt53/jm9b7dh861EOI60gG/8B7tDnbtY/I77Z6fVkPjWghxHeWAX3gPtwI9lq7PZN67mfxe7Btr8PcTfGhcCyGuozXgF97jvYJdvxdMfjf2jjX4+wk+NK6FENcRDnj7WL3H+252/E7L5Pfb/T+thsa1EOI60n/B48F6D/fd7PidHtM94BzReZ7gW00IcQ3pgF9ED/cpaEDN0P0JsQ8N+AINqBm6PyH2UQ74p6MBNUP3J8Q+NOALNKBm6P6E2MevA977f/Uk/p81oDyd+ef//vXHP/77j8LhL7/73a/3492bEOK9lAN+DbjOkPtWOmdfg+yX//zDvw038ccff//tb3/96d2bEOK9aMAXdAe8hpjPX37/+6++m6e/D3Fv0gGPv7xn/xKf7bsTnf1nAx53EN1F5nuahXujbOYtOr1RpvKjAW/zUX8E8lFf5Vd4fV3tlWD96PdkvqdZuDfKZt6i0xtlKl/MCAe8vfAzfwBneu5GZ//RgLfnn9aWTh6a1Tu+1Y/Wi3cNeFD1vXLds2udxf6+aW3p5KFZveNb/Wgt5rQHfESWYy/L3ZnOnjsDHt+83hkfXuR7Neu2N/I5Y/NdfzEZ8NA8z2Y8b9Hp9TKVhm/WvGyWqeA+b50zPrzI92rWbW/kc8bmu76YEw74RefCswx7We7OdPZ8xwEf5Tw6ffjmXOUvzg74qq500O3Lav7JmUjz9CiXwT345jXO+PAi32ZszqPTh2/OVb6Ykw74RXTp/AfCeBn7/Ul09twZ8NPaep7mZTIddPuO1otqwFusH9WVDrp9Wc0/ORNpnh7lMqo1jtTW8zQvk+mg23e0FnPKAb/ILj7yrB7l7k5nz9WAxxr8Xfn87dWsQfcymQ6qPng2V/mL6b/gLfBtzuqg25fV/JMzkebpUS4DPeiza2Q+f3s1a9C9TKaDqg+ezVW+mNMa8Ivo8ivdw2bvTGe/7xzwHp1+JtJB1QfP5ip/8ar/iiaiykW+1b0ca55/RI9yGehBn10j89mzdPqZSAdVHzybq3wxJxzw9rKnlz/t30Vnz9WAP1sznmc1L5PpoNt3tF5owPdymXe2ZjzPal4m00G372gt5qT/gseFv+LiX7HGDjp7jgb8AueOzl/5IPK51/M543mLTm+UqfyzA561jge6vpdhj337zbXF6/Vqq3ue9b1M5YPI517P54znLTq9UabyxYx0wC+efvGds2cD/ulEA14I8X404As04GdowAuxj3LAP53ugP/lv/7jxz/+/Cdh0P/YmBD70IAv6Ax4/c8Fx+h/LliIfWjAFzz5v556Bbo/IfZRDvj1QJ/8SDWgZuj+hNiHBnyBBtQM3Z8Q+0gHPIY78DIZ0/47MN13dQdP8K0mhLiGcMDbBxs94Ihp/12Y7Lm6g2+voXEthLiO9oCPiHJWj3J3Z7JnPjO+eb1v96FzLYS4jnDAL7wHa4ky0OFFubsz2bN3fl7v233oXAshriMd8Avv0bJuyTLsfQqTfdtzP62GxrUQ4jrKAb/wHm7lsY5vL3d3Jnu25+bvJ/jI4FsIcS2tAb9YD9V7rF09yt2dyZ5xZqzB30/woXEthLiOcMDbx+o93oxp/12Y7Lm6g2+voXEthLiO9F/weLDew+0w7b8D031Xd/AE32pCiGtIB/wierhPQQNqhu5PiH1owBdoQM3Q/Qmxj3LAPx0NqBm6PyH2oQFfoAE1Q/cnxD404As0oGbo/oTYRzng1wN98iPVgJqh+xNiHxrwBRpQM3R/QuwjHfAY7sDLZEz778B039UdPMG3mhDiGsIBbx9s9IAjpv13YbLn6g6+vYbGtRDiOtoDPiLKWT3K3Z3JnvnM+Ob1vt2HzrUQ4jrCAb/wHqwlynR6P4HJGfgO8M3rfbsPnWshxHWkA37hPVrWLdbnnk9kcobqTr69hsa1EOI6ygG/8B5u5WU9n8TkDLgDrMHfT/ChcS2EuI7WgF94j/eIHuXuzmTPODPW4O8n+NC4FkJcRzjg7WP1Hm/GtP8uTPZc3cG319C4FkJcR/oveDxY7+F2mPbfgem+qzt4gm81IcQ1pAN+ET3cp6ABNUP3J8Q+NOALNKBm6P6E2Ec54J+OBtQM3Z8Q+9CAL9CAmqH7E2IfGvAFGlAzdH9C7KMc8OuBPvmRakDN0P0JsQ8N+AINqBnffn9Pfx/i3qQDHn95p3+Js35eP8rsZLqn6nyZ72kW7vWyd/CtBp29qD8C+aiv8iu8vq72SrB+9Hsy39Ms3Otld/tiRjjg7YWf/QNAn9dr9Si3k8l+qvMdrS1VfncNjWvWq94OVd8r1z271lns75vWliq/uxZz2gM+IspBZ6KMzdvcTib74fPgm9c748OLfM7s9qFzzTp7US/Dns143qLT62UqDd+sedksU8F93jpnfHiRz5ndvpgTDvhF58InGdbx7eV2MtkPnwffvN4ZH17kc2a3D51r1tk7Wlc66PZlNf/kTKR5epTL4B588xpnfHiRz5ndvpiTDvhFdOn8B8LYHGcrPcrtZLKf6nxHaut52t1qaFyz7mH9qK500O3Lav7JmUjz9CiXUa1xpLaep92tFnPKAb/ILr7zhxJloMOLcjuZ7AfnwRr8Xfn87dWsQbeZ3T40rllnL6ot8G3O6qDbl9X8kzOR5ulRLgM96LNrZD5/ezVr0G1mty/mtAb8Irr8zh9K1Qsvyu1ksh+cB2vwd+WzZ+n038GHxjXr7FV1RJWLfKt7OdY8/4ge5TLQgz67RuazZ+n038EXc8IBby97cvlRr9Wj3E4m+6nOV9WM51ntbjU0rlnPem0dUeUi3+pejjXPP6JXucw7WzOeZ7W71WJO+i94XPj04rN+Xj/K7GS6p+p8lQ8in3vv6lsNOnteP7SOB7q+l2GPffvNtcXr9Wqre571vUzlg8jn3jv6YkY64BdPv3j9pZuh+xNiHxrwBRpQM3R/QuyjHPBPRwNqhu5PiH1owBdoQM3Q/QmxDw34Ag2oGbo/IfZRDvj1QJ/8SDWgZuj+hNiHBnyBBtQM3Z8Q+0gHPIY78DIdov7pulcw3R/OGJ31Cb7VhBDXEA54+2CjB1yBPq/37JpXMtmfPd/TamhcCyGuoz3gI6IcdCbK2O87MdmTdz5e79t96FwLIa4jHPAL78FaJhnWo8xuJnvyzsfrfbsPnWshxHWkA37hPVrWLTbH2UyPMruZ7Mme6Wk1NK6FENdRDviF93A7HvAyVvMyd2CyJ5wJa/D3E3xoXAshrqM14Bfe4810xstA8+Dcbib7sWfi7yf40LgWQlxHOODtY/Ueb5dO72T9dzLZkz3T02poXAshriP9FzwerPdwj9Dpn/6OdzHdE84Vne8JvtWEENeQDvhF9HCfggbUDN2fEPvQgC/QgJqh+xNiH+WAfzoaUDN0f0LsQwO+QANqhu5PiH1owBdoQM3Q/Qmxj3LArwf65EeqATVD9yfEPjTgCzSgZuj+hNhHOuAx3IGX6RD189qefwem+6rO+ATfakKIawgHvH2w0QOuQJ/ttZqXuQOTPVVn/PYaGtdCiOtoD/iIKAed8fyovguTPfGZ8M3rfbsPnWshxHWEA37hPVjL2Qw06F7mDkz25J2P1/t2HzrXQojrSAf8wnu0rFtsjrORHvl3YLIve66n1dC4FkJcRzngF97D7XjAy7CGb5u5A5M92XPx9xN8aFwLIa6jNeAX3uPNdMbLWM3L3IHJnnAmrMHfT/ChcS2EuI5wwNvH6j3eLl6v1bzMHZjsqTrjt9fQuBZCXEf6L3g8WO/hHiHq57U9/w5M91Wd8Qm+1YQQ15AO+EX0cJ+CBtQM3Z8Q+9CAL9CAmqH7E2If5YB/OhpQM3R/QuxDA75AA2qG7k+IfWjAF2hAzdD9CbGPcsCvB/rkR6oBNUP3J8Q+NOALNKBm6P6E2Ec64DHcgZfpEPXz2p5/B6b7qs74yb6nWSpfCPE+wgFvH2/nMXugz/ZazcvcgcmeqjN+W+1R+UKI99Ee8BFRDjrj+VF9FyZ74jPhm9f7Rh8eZ6wmhLiGcMAvokfLnM10+u7AZI98Rnzzet/ow+OM1YQQ15AO+EX2cD1sjrOVdkcme7Rn/ObaepyxmhDiGsoBv4geb+UBL9PpuwOTPeKMWIO/P93nb69m3WpCiGtoDfhF9oCrR+xlrOZl7sBkTzgT1uDvT/fZs6AfOa6FENcRDnj7WL3H28XrtZqXuQOTPVVn/PSaibwoL4R4P+m/4PFoo8fbJerntT3/Dkz3VZ3x030Q+VmPEOK9pAN+UT3sb0cDaobuT4h9aMAXaEDN0P0JsY9ywD8dDagZuj8h9qEBX6ABNUP3J8Q+NOALNKBm6P6E2Ec54NcDffIj1YCaofsTYh8a8AUaUDN0f0LsIx3wGO7Ay2R0+juZnUz3VJ3vCb7VhBDXEA54+2CjBxzR6e9kdjPZT3W+b6+hcS2EuI72gI+Iclb3cqzh22Z2M9kPnwffvN63+9C5FkJcRzjgF96DtXQyCy/HGr5tZjeT/fB58M3rfbsPnWshxHWkA37hPVrWLTbH2UqPcjuZ7Kc637fX0LgWQlxHOeAX3sPteItOL/wsu4vJfnAerMHfT/ChcS2EuI7WgF94jzfTK28BH5kqv4PJfnAerMHfT/ChcS2EuI5wwNvH6j3ejE7eZjo9VzPZT3W+b6+hcS2EuI70X/B4sN7DrbC9oMpZfzfTPVXne4JvNSHENaQDfhE93KegATVD9yfEPjTgCzSgZuj+hNhHOeCfjgbUDN2fEPvQgC/QgJqh+xNiHxrwBRpQM3R/QuyjHPDrgT75kWpAzdD9CbEPDfgCDagZur+9fPr7/fT97yYd8Ljcs5dc9Uf6nZjuD2eMzlr5nIl0z7ce6Po2Z3X2qoyng6qXudrPsD1VHWlnwVqWKGf1VzBZ2+vtamd41TrArvfq9V9FOOCnB+j0e9rdmOzPnu9ozVqkd2tL5S+Q8bJW8zLQrQbQ4/Va7Whd6aDyI2xfVUfaWV651lkme/B6J+tVvHptu96r138V7QEfEeWs7uVY8/w7MNmTdz5eL/O5Zt3r7dQW22+x/tGa+7hm/cx6oJuPdFD5EbYvqqFFtc2jrqjy8KOc1b0cNCbzFtyf4eVZwzdrXnaS6XiRZn1b34VwwC86m+4ezMux5vl3YLIn73y8XuV7OatBtxlbW476VR0RZTrreVrHY6pcd52j8Lr80/v26opuPsqxjm/O2dqjk4ngXv5p1/M0T39nzT858wmkA34RHQq6xeY4m+lRZjeTPdkzHa27uudb76zfrSOiTHe9o7qlynXXOQqvyz+9b6+uQJ7JcpF+tI/pZCK4l3/a9TzN099Z80/OfALlgF9kB6sOHflWj3K7mewJZ8Ia/N3xbS7S8M0ZW1u6vsX63OMRZdBvybKV5lHluuschdfln963V1d081Gu049MlI30DtzLP+16nubp76z5J2c+gdaAX0SHyw7d8Ty8/C4m+7Fn4u+Ob3OZVtWWo/7RmnWrQe/0gypv60oHlX8Wb13WrG/rim4+ynX7gZc/uoaF+6O1uvo7a/7JmU8gHPD2MEcP9+78VUz2ZM90tM50q1W15ah/tGbdatCz/mld6aDyz+Kty5r1bV3RzUe5bj/w8kfXsHB/tFZXf3VtNc//BNJ/weNQZw5ne4GXXVT+LqZ7wrmi81U+ZyLd8z2N4T7G+lHNmudxJtLZ89aA5nlX+BO8Na2G2uodqh5el7E+9zDck2U7mQjusf2oLV6vV7PGZD577NvvTyId8ItPPdirePLZX4Hur+bpb0y8Dw34Aj28Gbq/nKe/L/FeygH/dPT4Zuj+/h0MdeBlhHgFGvAFeoAzdH9C7EMDvkADaobuT4h9lAN+PdAnP1INqBm6PyH2oQFfoAE1Q/cnMp4+X95NOuBx+Wf/EKr+yr8D031VZ8x8T7Nwb5SNPO476lsPcAY5q0G3VP7iqF/VDDwvH2kZR/NHsGsf/V3IR32VX+H1dbV3YH+P93s9rcvRXuSP9gHbD2wuHPC2IVogouqv6rsw2VN1xqO1pZOHFumvqiOiTLWerSOinNWndaRlHM0fwa599ndVfa9c9+xaU7p78bQuZ3vf3dce8BFRzupH67sw2ROfCd+83hkfXuR7Nete7yvqiChTrWfriChn9bN1lsngfibLsFdhe7w1oHmezXjeotPrZSoN36x52SzTIeq169raaqxHPmequtLZ8zKexsAPB/yiWmTRySxsDjU069+FyZ688/F6Z3x4kW8zNhdRZaxf5UGUqdazdUSUs/rZmnX+7pDlrZdlPar+qq500O3Lav7JmUjz9CiXkfWwxz+973fUR/WqtsBPB/wiWgi6xeY4G+mRfwcm+7LnmtTW8zQvk+ngjA+NYZ9zkW454ttcpUc1A8/mOQOtQ5a3Xpb1QN5i/aiudNDty2r+yZlI8/QoF1Hl2eef3vc76qN6VDPw2C8H/MJboOMtIp91fHu53Uz2ZM/F35XP317NGnQvk+mVt4j8qg9EGe731vI0jyhn9ay2nqehtrmMLG+9LOtR9aO2wLc5q4NuX1bzT85EmqdHuYyshz3+6X2/o+7qFutzDwO/NeAX0YKRftTLsjuZ7Alnwhr8XfnsWTr9zFEdZH7VC7r9VR0R5aw+rSMtI8tbL8t6VP22jqhykW91L8ea5x/Ro1xF1OfprFn/1fVZHXT9cMDbBWxdUeWtX+V3MdlTdcaqZjzPal4m0qMsmPogytj+qo6Iclaf1pGWkeWtl2U9qn5bR1S5yLe6l2PN84/oVc7zgOdXmvVfXYOlHdGrPgA//Rc8QsDLRNhekGXYuwvTfVVnrHwQ+dzr+ZzxNMurfM5ZDTp7UW2Bb3NWZ8/LWK2qI60CPV5v5lXYHm8NaB0PdH0vwx779ptri9fr1Vb3PMZmvJ4oY/XIt5nM97xF1p95wPrpgF/Yxqfx5LO/At2fEPvQgC/QgJqh+xNiH+WAfzoaUDN0f0LsQwO+QANqhu5PiH1owBdoQM3Q/Qmxj3LArwf65EeqATVD9yfEPjTgCzSgZnz7/T39fYh7kw54/OU9+5e46q/8OzDdV3XGzPc0C/d62Tv4VoPOXtQfgXzUV/kVXl9XeyVYP/o9me9pFu71srt9MSMc8PbCj/4BVP1VfRcme6rOeLS2VPndNTSuWa96O1R9r1z37Fpnsb9vWluq/O5azGkP+IgoZ/Wj9V2Y7InPhG9e74wPL/I5s9uHzjXr7EW9DHs243mLTq+XqTR8s+Zls0wF93nrnPHhRT5ndvtiTjjgF50L7/6h2Fy3bzeTPfIZ8c3rnfHhRT5ndvvQuWadvaN1pYNuX1bzT85EmqdHuQzuwTevccaHF/mc2e2LOemAX0SXzn8gjM1xttLuyGSP9oyT2nqedrcaGtese1g/qisddPuymn9yJtI8PcplVGscqa3naXerxZxywC+yi6/+UCK/6rsLkz3ijFiDvyufv72aNeg2s9uHxjXr7EW1Bb7NWR10+7Kaf3Im0jw9ymWgB312jcznb69mDbrN7PbFnNaAX0SXn/2hHPGy7E4me8KZsAZ/Vz57lk7/HXxoXLPOXlVHVLnIt7qXY83zj+hRLgM96LNrZD57lk7/HXwxJxzw9rKPXn6Vt36V38VkT9UZq5rxPKvdrYbGNetZr60jqlzkW93Lseb5R/Qql3lna8bzrHa3WsxJ/wWPCz9z8bYXZBn27sJ0X9UZKx9EPvfe1bcadPa8fmgdD3R9L8Me+/aba4vX69VW9zzre5nKB5HPvXf0xYx0wC+efvH6SzdD9yfEPjTgCzSgZuj+hNhHOeCfjgbUDN2fEPvQgC/QgJqh+xNiHxrwBRpQM3R/QuyjHPDrgT75kWpAzdD9CbEPDfgCDagZuj8h9pEOeAx34GUyOv2dzE6me6rO9wTfakKIawgHvH2w0QOO6PR3MruZ7Kc637fX0LgWQlxHe8BHRDmreznW8G0zu5nsh8+Db17v233oXAshriMc8AvvwVo6mYWXYw3fNrObyX74PPjm9b7dh861EOI60gG/8B4t65YsF3lRfQcm+6nO9+01NK6FENdRDviF93A7HuPloEH3MruZ7AfnwRr8/QQfGtdCiOtoDfiF93iP6F4OGnQvs5vJfnAerMHfT/ChcS2EuI5wwNvH6j3ejE5/J7ObyX6q8317DY1rIcR1pP+Cx4P1Hm6HTn8ns5PpnqrzPcG3mhDiGtIBv4ge7lPQgJqh+xNiHxrwBRpQM3R/QuyjHPBPRwNqhu5PiH1owBdoQM3Q/QmxDw34Ag2oGbo/IfZRDvj1QJ/8SDWgZuj+hNiHBnyBBtQM3Z8Q+0gHPIY78DIZVX+k34np/nDG6KyZf8QDWYY9m/E84GWgWTiDnNWEENcQDnj7YKMHHNHp97S7MdmfPd+ROvO82tLJQ/M8L+PprHl0MkKI99Ae8BFRzupejjXPvwOTPXnn4/Uyn787taXKd2sGnpeP6GSEEO/g5x//B+mNx08NHms/AAAAAElFTkSuQmCC" alt="" />
WNDCLASS结构:
typedef struct _ color=#ffffff>WNDCLASS {
UINT style;
WNDPROC lpfnWndProc;
int cbClsExtra;
int cbWndExtra;
HINSTANCE hInstance;
HICON hIcon;
HCURSOR hCursor;
HBRUSH hbrBackground;
LPCTSTR lpszMenuName;
LPCTSTR lpszClassName;
} color=#ffffff>WNDCLASS, *PWNDCLASS;
对比WNDCLASS结构,可知结构的第2个成员就是回调函数地址;
也就是说回调函数地址为401100;
然后右键单击堆栈窗口,选解除堆栈锁定;
右键点击回调函数地址-》选Follow in Disassembler;跟到反汇编;
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" 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找到了回调函数第一行,下断点;
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" 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5.具体事件处理的定位
1)条件断点
在回调函数处下断点,每当有消息需要处理时,就会停下;
但是,消息太多了,很难找到需要分析的事件;
可以用条件断点来解决这一问题;
例如:分析鼠标右键单击时程序作了什么事
找到右键单击的事件宏:WM_LBUTTONDOWN;
点击上方的B查看断点窗口(点C回到分析窗口);
选中回调函数地址的断点,右键单击-》Edit condition;来设置断点条件;
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" alt="" />
条件为:传入的消息参数为WM_LBUTTONDOWN;
[esp+8]存放的就是参数中带的消息id;
因为消息id是回调函数的第二个参数;根据内平栈的规则第二个参数倒数第二个入栈;
断点下在回调函数开始处,还没开始提升堆栈,此时的栈顶esp的值为函数的返回地址;
[esp+4]就是倒数第一个入栈的参数;以此类推,[esp+8]就是倒数第二个入栈的参数,也就是消息id;
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" 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