dol-plugin-0.1-src

Geodesic calculation of theodolite lines

说明：  acis常用函数使用说明，对初学者非常有用(acis common function description is very useful for beginners)

对于开发地图程序的新手来说，是个很好的学习程序(Map for the development of new procedures, it is a good study program)

利用VTK三维重建软件与VS2010结合，读取格式为1文件的系列图像，并能显示三维重建结果，语言为C++语言(Using VTK 3D reconstruction software and VS2010 combination, read the format of the series of images of 1 files, and can display three-dimensional reconstruction results, the language is C++ language)

光立方的一个用于显示动画和音乐频谱的源码，实现的动画种类很多，详见源码内的注释。(A light cube is used to display the spectrum of the source animation and music, many implementations of animation types, detailed source notes inside.)

DC-DC变换器的DSP28335控制程序，采样TI的软件架构，实现软启动，闭环控制等(DC-DC converter DSP28335 control procedures, sampling TI software architecture, soft start, closed-loop control)

vc 动态设置主框架窗口的图标FaceControl3的程序源码(vc dynamically set the icon for the main frame window of the program source code FaceControl3)

说明：  nero COM 在 VB6 的应用实例。(nero COM in VB6)

eMule电驴的源代码 编译说明（推荐使用Visual Studio .NET 2003） 1.将rcdll.dll复制到Visual Studio .NET 2003安装目录的Vc7in目录中。（这是为了使用能在vista下显示的图标） 2.打开easyMule_Libs.sln，执行“生成解决方案”。（easyMule_Libs.sln里所包含的是easyMule所依赖的库文件。） 3.打开easyMule.sln编译即可。(the source code of eMule Compiling instruction (recommend to use Visual Studio .NET 2003) 1.Copy rcdll.dll to Vc7in under the installation directory of Visual Studio .NET 2003.(in order to use special icons under Vista) 2.Open easyMule_Libs.sln and execute build solution .(easyMule_Libs.sln contains libraries which easyMule depends on) 3.Open easyMule.sln and compile it.)

uvalive4849的ac源码。算法：2-sat。题意：给n（n<=3000）个黑方块的坐标，保证黑方块没有公共边。对于每个黑方块选一个角作为结点，使得所选结点满足输入的一个无向图。其中距离为曼哈顿距离。输出是否有解。possible或impossible。(AC source of uvalive 4849. Algorithms: 2-sat. Meaning of the questions: to n (n <= 3000) coordinates a black box, to ensure that there is no common edge black squares. For each black box to choose a corner as nodes, such that the selected nodes meet a directed graph with no input. Where the distance is the Manhattan distance. Output is solvable. possible or impossible.)