1.6.10是目前飛漫公司在GPL許可下發行的miniGUI較新版本,鑒於開發環境考慮建議最好使用redhat9,本篇主要介紹在 Red Hat Enterprise Linux-5.10中製作MINIGI的pc開發環境,你要準備好以下四個檔案:mg-samples-1.6.10.tar.gz qvfb-1.0.tar.gz mg-samples-1.6.8.tar.tar libminigui-1.6.10.tar.gz freetype-1.3.1.tar.gz
Given the two fastest people as f1 and f2, f1 < f2, and the two slowest people as s1 and s2, s1 < s2. We want to use the two fastest people to bring the two slowest people to cross the bridge. There are two efficient ways of doing this: 1) f1,
Quite simple question. I add two sentinels to avoid boundary checks. However, the input format is tricky to handle. At first, I use scanf("%2d:%2d %2d:%2d%*[^/n]/n, ...) to read the input. After some WAs, I finally realize that there could be
The unclear specifications on the input format and size lead to the undeserving difficulties to solve this problem. After numerous frustrating REs and WAs, I was forced to switch to C++. I'm still not sure about the judge's data format, but I
Understanding the problem specification is the very key to solve it:1) ... penalty time is computed ... submission received prior to the correct solution: So if the AC submission (C) is before any other submission, you can ignore the later
本文的內容來自於http://domino.research.ibm.com/comm/research_people.nsf/pages/sailer.ima.htmlwhat is ima : IMA是一個遠程認證機構,它可以使遠程對方相信系統正在運行程式是安全可信的。 另一種解釋:IMA是一種軟體體繫結構,並且是Linux上的一個實現,他可以通過使用另一個系統的當前運行時的屬性來提供測量該系統可核查的證據
The problem is not as difficult as it is seen at first. Carefully examine the structure of the sums will give you the key inspiration.Let N[0..n] denotes the n numbers and S[0..n*(n-1)/2] denote the pairwise sums. Furthermore, let N and S to be
Follow the problem's statements and you'll get it.Code:/*************************************************************************** * Copyright (C) 2008 by Liu Kaipeng * * LiuKaipeng at gmail dot com
We check each of the prime factors of m to see if n! has enough prime factors of the same value. If so, m can divide n!, otherwise m can not divide n!.Code:/*************************************************************************** * Copyright (C)
如題,遇到了Delphi程式啟動時就報錯,錯誤提示為:"A call to an OS function failed.",跟蹤程式碼分析發現這個錯誤是在程式初始化啟動時執行到Application.Run;這裡發生的,一時無頭緒,後經多番調查,找到了原因——程式主表單中重載了WndProc過程,而其中寫漏了inherited;這一句!在些自己做個備忘,也提醒其它童鞋們注意這點。procedure TForm1.WndProc(var Message: TMessage);begin
今天在幫朋友解決錯誤:System.Web.HttpException: Authentication of viewstate failed. 1) If this is a cluster, edit <machineKey> configuration so all servers use the same validationKey and validation algorithm. AutoGenerate cannot be used in a cluster. 2)
[前言]本文的目的不是貼代碼,而是希望通過較淺顯的文字,講明白求解CPU使用率的方法.所以急功近利的人並不適合閱讀本文.[概述]其實,擷取Windows系統的CPU使用率已經是老問題了.大概是有以下幾種方法:1.查詢註冊表(HKEY_DYN_DATA),這個適用於Win9x,太老的東西,覺得現在基本沒有什麼必要再去瞭解它.2.利用效能計數器(PDH)介面查詢,支援NT系統,功能全面,用起來也方便,不過不是本文討論的重點,只提一下.3.利用Windows NT Native