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用Java实现的对话框演示，有感兴趣的可以-Java dialog to achieve the demonstration, interested can s

MDI生成切分窗口，并相互调用。 ◎MFC生成MDI程序框架，并允许切分窗口。 ◎静态生成左右两个切分窗口，分别与视图类CLeftView、CRightView建立关联。 ◎生成DialogBar，在DialogBar中添加Copy按钮和Clear按钮。 ◎在左侧的切分窗口中可以手动画线。点击Copy按钮可以将已经画的线拷贝到右侧切分窗口中，点击Clear按钮将左右窗口清空。-MDI production segmentation window, and call each other. MFC generation MDI procedural framework, and allow segmentation window. static generated about two split window, with the category CLeftView View, CRightView establish linkages. DialogBar generation, in addition DialogBar Copy button and the Clear button. cut in the left-hand window can be animated line. Click on the Copy button to draw the line has been copied to the right segmentation window, click on the Clear button to clear the window around.

VS2005编写，一个可以多选文件和文件夹的的文件打开窗口和文件打开列表-VS2005 prepared a multi-selection of files and folders of documents and files to open the window to open a list of

在本例中，我们将制作一个利用CfileDialog类弹出“打开”对话筐的应用程序。-in this case, We will make use of a pop-up CfileDialog category "open" dialogue basket applications.

MFC 对话框，运用ClientDC绘制静态曲线，运用曲线像素取反擦除曲线。很好的静态曲线绘制代码，简单易懂，稍加修改可绘制自己的曲线。-MFC dialog box, use ClientDC draw static curve, the use of curve-pixel to take anti-erasing curve. Very good static curve drawing code, easy to understand, a little change can draw your own curve.

实现类似Excel和Visual C++里文件夹式样的标签控制（二），这是这个系列的第二个例子，将钱一个例子（实现类似Excel和Visual C++里文件夹式样的标签控制（一））的标签在单文档程序中实现-And achieve a similar Excel in Visual C++ Tab style folders control (two), the series This is the second example, an example of the money (similar to Excel and implementation Visual C++ in the tags folder style control (1)) of tags in a single document program implementation

Delphi编写的一个特效程序， 限制鼠标移动，隐藏标题栏上的按钮，窗体背景渐变，透明背景-Delphi effects of a procedure, the mouse movement restrictions, hidden Biaodilanshang button Windows Background gradual, transparent background

HHPP VC Sco没有详细阐述该软件的具体功能，开发人员一文不值的k聊天程序

VC的使用的研究的例子,实现了TAB很好的初学者例子-Research on the use of VC examples realize the TAB good example for beginners

在可执行文件中输入二次方程的a b c值，即可判断是否存在可行解-In the executable file, enter values abc the quadratic equation, you can determine whether the existence of feasible solution