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魔兽争霸3 dota 全图maphack源码，源码中的HOOK地址为1.24E版本，对于想自己开研究开发maphack的同学是不可多得的好资料。(Warcraft 3 dota maphack source, source the HOOK address is 1.24E version rare good students who want to open their own research and development maphack.)

进程防杀，，HOOk由 taskmsg 发出的消息(The process of anti-kill,, HOOk message issued by the taskmsg)

在“控制面板”打开“辅助功能选项”，在“鼠标”标签选上“使用鼠标7键”。这样就可以用键盘来控制鼠标的光标，模拟鼠标的鼠标键都指键盘右侧的小键盘（数字键盘），使用时要使 NumLock 键处于有效状态。以下就是鼠标键： (In the " Control Panel" Open " Accessibility Options" in the " Mouse" tab elected " seven keys using the mouse." So you can use the keyboard to control the mouse cursor to simulate mouse keyboard mouse buttons are referring to the right of the keypad (numeric keypad), when used to make the NumLock key is active. The following is the mouse button:)

说明：  WIN32 APIHOOK WSARecv的例子(The WIN32 APIHOOK WSARecv example)

先从键盘输入一个文本文件的文件名(约定：字符数≤127字节，可含路径)和一个字符串(约定：字符数≤20字节，其中不含空格、TAB等，后面称之为Str)，再在屏幕上显示该文件的内容。要求显示完内容后，在屏幕上输出文件的行数(行之间以’ ’为分隔、每行的长度不定但均≤200个字节)、字符串Str在文件中第1次出现的行号和最后一次出现的行号(查找时不区分大小写、不跨行查找，若未找到，则行号显示为-1)。 (Start with the keyboard input of a text file name (convention: the number of characters to ≤ 127 bytes, and can contain the path) and a string (convention: the number of characters ≤ 20 bytes, which contain spaces, TAB, followed by call Str), the contents of the file is displayed on the screen. Requests display content on the screen the number of rows of the output file (the line between ' n' separated, each line has a variable length but ≤ 200 bytes) string Str file a (find the line number and the last line number is not case-sensitive, cross-bank does not find, If you do not find the line number is displayed as-1).)

Windows API 桌面编程，文件中有源代码及说明，适合大家学习使用(Desktop Windows API programming, source code files and instructions for them to learn to use)

VC++实现的键盘钩子，大伙可以看看，参考下，控制键盘哪个键不能动的好程序(VC++ implemented keyboard hook, and everyone can take a look at the control which keyboard key can not program, refer to the following)

另一种思路注入目标进程的方法 可作为拓宽思维的例子(zhuru dll)

hooke-jeeves模式搜索法具有很好的求解最优解的功能,本算法是Mark G. Johnson 编写的，大家可以参考学习(Nonlinear Optimization using the algorithm of Hooke and Jeeves)

VB键盘记录器（无Dll版）,有需要的就下载吧。(VB keyloggers (no Dll version), there is a need to download it.)