A good source so that we can reference ah I hope we all exchange our ideas ah

1200的BSP-1200 BSP

在第1章中，我们首先讨论在使用和不使用M F C的情况下创建一个窗口，以便清楚地了解 M F C是如何工作的。M F C窗口既可以由属于M F C的C + +类创建，也可以由一个早于并存在于 M F C之外的非C + +窗口类创建。我们将进一步观看窗口类并讨论那些由Wi n d o w s操作系统提 供的窗口类。最后，再看看M F C应用程序中都有什么。-In Chapter 1, we first discuss the use and does not use MFC create a window to a clear understanding of how the work of MFC. MFC window can belong to MFC from the C++ Type create, you can co-exist as early as by an outside non-MFC is C++ Window class to create. We will further watch window class and discussed by the Wi ndows provided by the operating system window class. Finally, take a look at MFC application has what.

在绝大多数的Windows应用程序中，其窗体都是使用的正规正矩的矩形窗体,例如我们常用的，“记事本”，“扫雷”，等等。矩形窗体，具有编程实现简单，风格简洁的优点，所以在普通文档应用程序和 简单小游戏中使用足矣。但在某些娱乐游戏程序中使用就略显呆板些了，这时若用不规则窗体替代原先 的矩形窗体，将会使这类程序更添情趣。典型的例子有windows 自代的Media Player,新版本的Media Player有个控制面板的选项，选中这些面板，播放器就以选中的面板形状出现，这时的播放器比以前版 本的Media Player的古老矩形界面要生动有趣的多了。 要实现不规则窗体不是太难，知道了基本原理后，你也可以创建各种有趣的不规则窗体。-in most Windows applications, all of its forms is the use of the formal moments of rectangular windows, for example, we used, "Notepad", "mine" and so on. Rectangular windows, with programming simple, concise style of the advantages, in ordinary applications and files a simple little game that pledge to use. But in some amusement games procedures on the use of a slightly more rigid, then using the irregular forms of alternative original rectangular windows, such procedures will be added with more amenities. Typical examples are from the generation of the Windows Media Player, the new version of Media Player has a control panel of options, selected these

C#编写的winform程序。功能目标是，类似于腾讯文档，完成对文件的管理。是本人的课程作业，不完善的地方较多，请大家包涵！

ping的实现-hao dong cong

scrdesign汇编源代码-scrdesign compile source code

先端Cryptor是一个多态的exe保护工具。存根用FASM和支持runpe。而建筑是用C写的#。它还包括一个相对现实的垃圾代码生成器，被另一组29创建。总的来说这是一个更好的开源保护工具。

学习 ~！好好看~！这都是可以运行的-learn from ~! Good to see! This can be run

文本处理器 编写语言：C-text processor to prepare language : C

2 编写将一棵二叉树的所有左右子树进行交换的算法。 提示：验证是否交换可以调用二叉树的遍历算法，比较输出结点序列 1 编写采用二叉链表形式存储的二叉树的创建、先序、中序、后序和按层遍历的算法。 创建的二叉树： -2 the preparation of a binary tree will be all about the exchange of sub-tree algorithms. Tip: Verify that the exchange can be called binary tree traversal algorithm to compare the output node sequence of a list prepared by using the binary form of a binary tree stored in the creation, the first sequence, in sequence, after the order and by level traversal algorithms. Create a binary tree: