vc的一些原码,对于帮助学习和提高很有帮助

首先，你应该确保你的系统中已经建立了交叉编译环境，如果没有或者是还有什么问题可以搜索相关的内容， 本文是教你在嵌入式系统痛中如何移植minigui1.3, 关于2.0版本是付费的版本，跟1.3版本有很大的差别，所以本文的方法只能适合在1.3和1.6的移植当中， 下面开始。。。。。。。。。。。。。。。。。。。。。。。》 -First, you should ensure that your system has established a cross-compiler environment, If not, or is there any problem can search the contents, This article is to teach you in Embedded Systems pain minigui1.3 how to transplant, Version 2.0 of the payment is the version with the 1.3 version of a great difference. Therefore, the method can only be suitable for the 1.3 and 1.6 of the transplant, the following start. . . . . . . . . . . . . . . . . . . . . . . "

c指针讲义，压缩包内共包含ppt以及代码解析！-The introduction of C pointer,included ppt and code.

在DOS下用INT调用的方式取得PCI总线的信息-used in DOS INT calling acquire PCI bus information

VC毫秒级的控制-VC millisecond control

vb 自己编写双色球，先选号再抽奖，试试自己的运气-vb Loans have written before选号re-draw, try their luck

实现MFC不规则对话框，一个漂亮的时钟计时器实例，-The realization of irregular MFC dialog box, and a beautiful example of the clock timer,

C 程序设计语言定义了两个标准的内存管理函数：malloc() 和 free()。C 程序员经常使用那些函数在运行时分配缓冲区，以便在函数之间传递数据。然而在许多场合下，您无法预先确定缓冲区所需的实际大小，这对于构造复杂的 C 程序来说，可能会导致几个根本性的问题。一种自我管理的抽象数据缓冲区概括地给出了抽象缓冲区的伪 C 代码实现，并详细介绍了采用这种机制的优点。-C programming language defines two standard memory management functions: malloc () and free (). C programmers frequently use those functions at run-time allocation of buffers in order to pass data between functions. However, in many occasions, you can not pre-determine the actual size of the buffer required, which for the complex structure of the C program, it may lead to several fundamental questions. A self-management, abstract data buffer generally gives the pseudo-C code for an abstract buffer implementation, and details the advantages of using this mechanism.

字模工具,用于嵌入式系统调试用,希望大家用得上-Fonts tool for debugging embedded system with the hope that we would apply

简单的爬虫小程序，可以通过api对网页对象进行捕获，如果将网页代码更改则可以获取其他网页的内容，并对其进行分析提取，得到搜索页中的一些信息，例如搜索标题，搜索数等等

SparseLab is a Matlab software package designed to find sparse solutions to systems of linear equations, particularly underdetermined systems.