VC++SDK编程——字体及位置示例

 #include <Windows.h>
 #include <tchar.h>
 #include <math.h>
 #define PI 3.1415926
 BOOLEAN InitWindowClass(HINSTANCE hInstance, int nCmdShow);
 LRESULT CALLBACK WndProc(HWND, UINT, WPARAM, LPARAM);
 HFONT CreateMyFont(TCHAR * fontName, int height, int lean);
 int WINAPI WinMain(HINSTANCE hInstance, HINSTANCE hPrevInstance, LPSTR lpCmdLine, int nCmdShow)
 {
     MSG msg;
     if (!InitWindowClass(hInstance, nCmdShow))
     {
         MessageBox(NULL, L"创建窗口失败！", _T("创建窗口"), NULL);
         return ;
     }
     while (GetMessage(&msg, NULL, , ))
     {
         TranslateMessage(&msg);
         DispatchMessage(&msg);
     }
     return(int)msg.wParam;
 }
 LRESULT CALLBACK WndProc(HWND hWnd, UINT message, WPARAM wParam, LPARAM lParam)
 {
     HDC hDC;
     PAINTSTRUCT ps;
     HFONT font;
     HPEN hPen;
     LPWSTR title = L"登高 唐·杜甫", poem[] = { L"风急天高猿啸哀", L"渚清沙白鸟飞回", L"无边落木萧萧下", L"不尽长江滚滚来", L"万里悲秋常作客", L"百年多病独登台", L"艰难苦恨繁霜鬓", L"潦倒新停浊酒杯" };
     int r, r0, i, j = -, fontSize, fontSize0, color;
     RECT clientDimension;
     POINT begin, end, org;
     double sita;
     switch (message)
     {
     case WM_SIZE:
         InvalidateRect(hWnd, NULL, true);
         break;
     case WM_PAINT:
         hDC = BeginPaint(hWnd, &ps);
         hPen = CreatePen(PS_DASH, , RGB(, , ));
         SelectObject(hDC, hPen);
         GetClientRect(hWnd, &clientDimension);
         if ((clientDimension.right - clientDimension.left) <  || (clientDimension.bottom - clientDimension.top) < )
         {
             MessageBox(hWnd, L"屏幕尺寸大小，无法绘图！", L"错误信息", );
             break;
         }
         r = (clientDimension.bottom - clientDimension.top) *  / ;
         org.x = (clientDimension.right - clientDimension.left) / ;
         org.y = (clientDimension.bottom - clientDimension.top) *  / ;
         Arc(hDC, org.x - r, org.y - r, org.x + r, org.y + r, org.x + (int)(r*sin(PI / )), org.y - (int)(r*cos(PI / )), org.x - (int)(r*sin( * PI / )), org.y + (int)(r*cos( * PI / )));
         for (sita = PI / ; sita <= PI *  / ; sita += PI *  / )
         {
             begin.x = org.x - (int)(r*cos(sita));
             begin.y = org.y - (int)(r*sin(sita));
             MoveToEx(hDC, begin.x, begin.y, NULL);
             end.x = org.x;
             end.y = org.y;
             LineTo(hDC, end.x, end.y);
         }
         r0 = r *  / ;
         Arc(hDC, org.x - r0, org.y - r0, org.x + r0, org.y + r0, org.x + (int)(r0*sin(PI / )), org.y - (int)(r0*cos(PI / )), org.x - (int)(r0*sin( * PI / )), org.y + (int)(r0*cos( * PI / )));
         sita = PI /  + PI *  /  / ;
         fontSize0 = fontSize = (r - r0) / ;
         r0 = r - ;
         for (i = ; i < ; i++)
         {
             LPCWSTR outInfo = &title[i];
             fontSize -= ;
             font = CreateMyFont(L"楷体_GB2312", fontSize - , -(sita + PI / ) *  / PI);
             SelectObject(hDC, font);
             begin.x = org.x + (int)(r0*cos(sita));
             begin.y = org.y - (int)(r0*sin(sita));
             TextOut(hDC, begin.x, begin.y, outInfo, );
             r0 -= fontSize;
             DeleteObject(font);
         }
         for (sita = PI /  + PI *  /  - PI / ; sita < PI *  / ; sita += PI *  / )
         {
             fontSize = fontSize0;
             r0 = r - ;
             j++;
             color = ;
             for (i = ; i < ; i++)
             {
                 color +=  / ;
                 SetTextColor(hDC, RGB( - color, , color));
                 LPCWSTR outInfo = &poem[j][i];
                 fontSize -= ;
                 font = CreateMyFont(L"华文行楷", fontSize, (int)(((sita - PI / ) *  / PI)) % );
                 SelectObject(hDC, font);
                 begin.x = org.x + (int)(r0*cos(sita));
                 begin.y = org.y - (int)(r0*sin(sita));
                 TextOut(hDC, begin.x, begin.y, outInfo, );
                 r0 -= fontSize;
                 DeleteObject(font);
                 Sleep();
             }
         }
         EndPaint(hWnd, &ps);
         break;
     case WM_DESTROY:
         PostQuitMessage();
         break;
     default:
         return DefWindowProc(hWnd, message, wParam, lParam);
         break;
     }
     return ;
 }
 HFONT CreateMyFont(TCHAR * fontName, int height, int lean)
 {
     return CreateFont(
         height,
         ,
         lean,
         ,
         FW_HEAVY,
         ,
         ,
         ,
         GB2312_CHARSET,
         OUT_DEFAULT_PRECIS,
         CLIP_DEFAULT_PRECIS,
         DEFAULT_QUALITY,
         DEFAULT_PITCH | FF_DONTCARE,
         fontName
         );
 }
 BOOLEAN InitWindowClass(HINSTANCE hInstance, int nCmdShow)
 {
     WNDCLASSEX wcex;
     HWND hWnd;
     TCHAR szWindowClass[] = L"窗口示例";
     TCHAR szTitle[] = L"字体及位置示例";
     wcex.cbSize = sizeof(WNDCLASSEX);
     wcex.style = ;
     wcex.lpfnWndProc = WndProc;
     wcex.cbClsExtra = ;
     wcex.cbWndExtra = ;
     wcex.hInstance = hInstance;
     wcex.hIcon = LoadIcon(hInstance, MAKEINTRESOURCE(IDI_APPLICATION));
     wcex.hCursor = LoadCursor(NULL, IDC_ARROW);
     wcex.hbrBackground = (HBRUSH)GetStockObject(WHITE_BRUSH);
     wcex.lpszMenuName = NULL;
     wcex.lpszClassName = szWindowClass;
     wcex.hIconSm = LoadIcon(wcex.hInstance, MAKEINTRESOURCE(IDI_APPLICATION));
     if (!RegisterClassEx(&wcex))
         return FALSE;
     hWnd = CreateWindow(
         szWindowClass,
         szTitle,
         WS_OVERLAPPEDWINDOW,
         CW_USEDEFAULT, CW_USEDEFAULT,
         CW_USEDEFAULT, CW_USEDEFAULT,
         NULL,
         NULL,
         hInstance,
         NULL
         );
     if (!hWnd)
         return FALSE;
     ShowWindow(hWnd, nCmdShow);
     UpdateWindow(hWnd);
     return TRUE;
 }

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" 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