搜索资源列表
Android-2.3-source-code-example
- android的开发源码实例，不多见，供大家学习学习，我看了后学了不少，故分享出来。-the android open source instance, rare for them to learn to learn, I learned after reading a lot, so share it.
mir3 传奇3源代码包括客户端和服务端源代码
- 这个是朋友给的传奇3源代码包括客户端和服务端源代码,因本人不研究这个所以发出来大家一起研究吧！-This is the legend of a friend to 3 source code, including client and server source code, because I do not look at the issue so to let us explore together!
iok-1.3.6.tar
- Linux下的软键盘软件,可以代替键盘操作。包括切换输入法，输入汉字等。-Linux under the soft keyboard software, you can replace the keyboard. Including the switching input method to input Chinese characters and so on.
libgcc_s.so.1.tar
- linux库 arm-linux-gcc 4.3.2 里面的库，是x86版本的-linux libraries arm-linux-gcc 4.3.2 inside the library, is the x86 version
gmlive-0.20.3
- GMLive并不直接提供P2P直播服务。因此我们并不能对提供的服务负责。 它尝试成为一款通用型的流媒体播放外壳。 它以全能的Mplayer播放器为引擎。目标是支持Linuxx下多种类型的P2P广播视频 流，提供一种方便快捷的观看网络视频的方案。-GMLive does not directly provide the P2P video service. So we should not be responsible for the services provided. It tried to
rsync-3.0.4
- the rsync open source ,you can study it ,so you will make into the theory of net communicate on linux -the rsync open source, you can study it, so you will make into the theory of net communicate on linux
Oreilly.Learning.XNA.3.0
- C# 3.5平台下 目前为止只有最新的XNA3.0的唯一一本书 你这里没看到有.net平台哦-C# 3.5 platform so far is only the latest XNA3.0 only a book you do not see here. Net platform Oh
zlib_v1.2.3
- zlib是文件压缩算法,它的压缩和解压算法都是完全公开的，因此它在swf解码,mp3解码中已经得到广泛的运用.而1.2.3版是最新且稳定的一个版本. -zlib is a file compression algorithm, and its compression and decompression algorithms are completely open, so it has been widely used in swf decoder, mp3 decoder. The vers
ix_V1.3.081029
- 学生信息管理系统，可以用来学习参考，做毕业设计使用--asp+ acce student information management system, the use of CS structures, can be used to study and reference, so the use of graduate design
89346492OA20083.3.080519
- Please read your package and describe it at least 40 bytes in English. System will automatically delete the directory of debug and release, so please do not put files on these two directory.
rubberhose-0.8.3.tar
- Cryptographic filesystem with plausible deneyability. Withdrawn by original developers. Good for study of filesystem concepts of plausible deniability. Here the filesystem has a need to know approach. So if one has not enough security clearance
apache_1.3.36.tar
- apache服务器源码包，一般作为网页服务器，大型的网页服务器都采用linux操作系统，因此它是首选。-apache server source package, as a web server in general, large-scale web server using linux operating system, so it is preferred.
WinDjView-1.0.3-zh-cn
- WinDjView,djvu 格式电子文档阅读软件。没什么好说的，我只是翻译了一下，本来重新写个dll资源也可以完成程序的翻译，但是我觉得拿着到处走不方便，于是费了点功夫把整个exe翻译了。已经将所有菜单和对话框翻译成了简体中文，但是还有工具栏提示等少数地方没有翻译。 -WinDjView, djvu format for electronic document reading software. There' s really nothing, I just translated a
ZStack-1.4.3-1.2.1
- TI公司的zigbee 协议栈，方便大家学习了解有关ZigBee的相关知识-TI' s zigbee protocol stack so as to facilitate learning of relevant knowledge about ZigBee
lwip-1.3.0
- LwIP协议栈，可实现嵌入式的系统的通信，具有小巧，速度快等优点。-LwIP protocol stack, enabling embedded system communication, with small, fast and so on.
ASP.NET.3.5
- ASP.NET是微软力推的Web开发编程技术，也是当今最热门的Web开发编程之一。本书深入浅出，循序渐进讲授读者如何使用ASP.NET进行系统开发。全书内容包括了解ASP.NET、认识C# 3.5、认识面向对象、ASP.NET基础控件、ASP.NET高级控件、数据库与ADO.NET、数据库基础、ASP.NET操作数据库、ASP.NET访问其他数据源、ASP.NET MVC、LINQ及Lambda表达式、WCF应用开发、WPF应用开发以及图形图像编程等内容。为了便于读者学习和理解ASP.NET的知
fancybox-1.3.1
- fancybox 是一个 MAC 风格的用来在 web 页面显示图片, html 内容和多媒体的 “lightbox(灯箱)” 工具,是一个比较轻量的 jQuery 插件,所以使用 jQuery library ,遵守 MIT License.-fancybox is a MAC-style web page used to display images, html content and multimedia " lightbox (lightbox) tool, is a relat
fshy_signsis-v2.3
- 很有用的手机软件签名工具啊 能够有正确的证书就可以把未签名的软件签名 这样就可以使用啦-Very useful tool for cell phone software signature ah to have the correct certificate can be signed to unsigned software so that you can use Rights
splts44T-1-(3)
- 本人收集了一个星期左右 视频聊天室 42 套 第3套 共9套 P2P P4P H263，H262 IM-I collected a week or so video chat room 3 sets of 42 sets of 9 sets of P2P P4P H263, H262 IM
soft20
- SOFT, version 2.0, is a collection of C routines which compute the discrete Fourier transforms of functions defined on SO(3), the famous Rotation Group.