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srcUDiskCpyManager_V2013_1012_1653
防止向U盘中拷贝文件, Hook Win32API, 实现在WinXp下U盘 DLP Hook函数列表:CopyFileExW Win7(x86/x64)下U盘DLP Hook函数列表: CoCreateInstance,
IFileOperation::CopyItems IFileOperation::MoveItems IFileOperation::NewItem IFileOperation::RenameItem
(U disk to copy files to prevent, Hook Win32API, U disk under WinXp achieve DLP Hook Function list: CopyFileExW Win7 (x86/x64) under U disk DLP Hook Function list: CoCreateInstance, IFileOperation :: CopyItems IFileOperation :: MoveItems IFileOperation: : NewItem IFileOperation :: RenameItem)
- 2021-01-27 11:38:35下载
- 积分:1
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HookMouse001
简单的鼠标钩子,运行时可以使鼠标无法操作(Simple mouse hook, the runtime can not operate the mouse)
- 2012-11-30 00:31:42下载
- 积分:1
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GetPass
利用鼠标键盘钩子来截获*号密码程序,劲!(use of a mouse and keyboard to hook intercepted* Password procedures, Jin!)
- 2004-12-03 09:09:04下载
- 积分:1
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usb_util
禁用U的有一些小方法,用注册表和setupapi实现(Disabled U realize there are some small registry and setupapi)
- 2012-06-26 11:04:12下载
- 积分:1
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EasyHook-2.7.5159.0-Source
win32 Hook api 钩子与API截获
(win32 Hook api)
- 2014-03-19 20:14:45下载
- 积分:1
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HookFindFile
文件HOOK例程HookFindFile.rar,可以直接以VC6编译通过,达到文件隐藏目地。(HOOK routine document HookFindFile.rar, can be passed directly to the VC6 compiled to document the hidden purpose.)
- 2009-05-16 14:53:12下载
- 积分:1
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魔兽争霸3 dota 全图maphack源码
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.)
- 2012-09-27 18:06:33下载
- 积分:1
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MouseTrace
MouseTrace,用 VC++写的鼠标Hook钩子,获取X,Y坐标,并适时显示在窗体上,如上图示,在窗体上移动鼠标,坐标信息会被跟踪,移出窗体则无效。(MouseTrace, using VC++ to write the mouse Hook hook, get X, Y coordinates and the time display on the form, as shown, move the mouse over the form, coordinate information will be tracked, out of form would be invalid.)
- 2015-02-06 10:32:13下载
- 积分:1
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1
说明: WIN32 APIHOOK WSARecv的例子(The WIN32 APIHOOK WSARecv example)
- 2013-03-21 13:40:23下载
- 积分:1
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hooke
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)
- 2015-02-01 23:09:06下载
- 积分:1