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Guessnumber
猜数字游戏 游戏说明: 1、游戏开始,电脑随机产生一个数字不重复的四位数。 2、将您猜的数点击OK按钮提交。 3、电脑会将您提交的数与它自动产生的数进行比较,结果显示成"*A*B"。A代表位置正确数字也正确,B代表数字 正确但位置不正确,比如:"2A2B"表示您有2个数字的位置正确且数值也正确,除此以外,您还猜对了2个数字 ,但位置不对。 4、您共有10次机会,在10次内,如果结果为“4A0B”,游戏成功。如果10次里您都没有猜对游戏失败。(Guessnumber: 1, games started, the computer randomly generated a number of non-repetition of the four-digit. 2, would you guess the number of clicks the OK button to submit. 3, the computer will take you to submit a few with it automatically generated a number of comparison, the result is displayed as* A* B . A representative of the location of the correct figure is also correct, B representative of the number of correct but the location is incorrect, such as: 2A2B that you have a two-digit numerical position is correct and also the right, in addition, you guessed it two figures, but wrong location. 4, your opportunity for a total of 10 times in 10 times, if the results of 4A0B , the game successfully. 10 years if you do not have to guess the failure of the game.)
- 2021-03-22 08:19:17下载
- 积分:1
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ImmutableMultiset
An immutable hash-based multiset. Does not permit null elements.
- 2013-12-03 09:39:33下载
- 积分:1
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xws-security-3.0
xws-security-3.0 ws安全包3.0版本(xws security 3.0 for development)
- 2014-04-23 16:57:39下载
- 积分:1
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SimpleJPanelclass
主要的利用Java中的JButton和Jlabel实现对登录界面的制作(Making the login screen, mainly the use of JButton and Jlabel)
- 2013-12-11 16:06:58下载
- 积分:1
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HttpResponseWriter
Utility class to look up carrier logo resource IDs.
- 2013-12-02 13:39:21下载
- 积分:1
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CreateInteractionClient
test yourejb code from standalone java file
- 2011-05-10 15:50:57下载
- 积分:1
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FrmMenu
本代码是用java编写的住院管理系统菜单界面源代码,很有用的(The java code is used to prepare the patient menu interface management system source code, very useful)
- 2009-03-09 14:59:41下载
- 积分:1
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snmp_demo
BlogJava上不少朋友是做网管系统的。一个典型的网络管理系统,需要具备FCAPS几个标准模块,而网络的自动发现和拓扑展示是核心之一。很多人不喜欢Java的Swing,而本文就用一个很小很小的例子,来模拟一个小小的网络管理程序,希望能给大家一点启发。虽然很小,它却可以完成一个简单的局域网自动发现搜索、多线程、ICMP和SNMP的ping、节点的生成、拓扑的展示、自动布局等功能。继续改巴改巴也许还有点使用价值也未可知。
如果不喜欢研究代码,就当它是一个趣味程序吧!你可以在公司的网络里面搜索一把,把同事的机器都挖出来,看看你们公司的网络结构是怎样的;如果喜欢研究代码,可以看看相关SNMP、多线程和拓扑图展示的部分,虽然很简单,就当看肥皂剧消遣了。(BlogJava on many of my friends are doing the NMS. A typical NMS, requires the FCAPS several standard modules, network auto-discovery and topology display is one of the core. A lot of people do not like the Java Swing, this paper with a very, very small example, to simulate a small network management program, to give everyone a little inspiration. Despite its small size, it can complete a simple local area network auto-discovery search, multi-threaded, ICMP and SNMP ping node generated topology display, automatic layout function. Continue to change the bar to change the bar perhaps point value in use is also unknown.
If you do not like to study the code, when it is a fun program! Inside the company network, you can search for a colleague machines dug up to see what your company s network structure research code if you like, you can take a look at the relevant SNMP, multi-threaded and topology diagram shows part Although very simple, when watching a soap opera entertainment.)
- 2021-03-14 14:09:23下载
- 积分:1
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Spring MVC 教程,快速入门,深入 分析V1.1
说明: SpringMvc的进阶文档,适合有一定基础的同学学习(The document of SpringMvc,which is fit for these man who have understading for Springmvc)
- 2020-06-28 16:40:02下载
- 积分:1
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2008010
编写一个线段类 MyLine,要求如下:
主要属性有: x ,y ;类型为Point (查看API)
编写构造方法,如 MyLine(Point p1 , Point p2)
编写5个成员方法。如:
检查线段是否位于第一象限check()…
求线段的长度 length() …
判断两条直线是否相交(另一线段作为参数)。
编写一点到该线段(或延长线)的距离
其他方法。
注:编写方法时,考虑利用Point类的方法
编写测试程序
(Write a segment class MyLine, requirements are as follows: The main attributes are: x, y type Point (see API) the preparation of construction methods, such as MyLine (Point p1, Point p2) prepared by five members of the method. Such as: Check whether the line segment in the first quadrant check () ... order to segment the length of the length () ... to determine whether the two straight lines intersect (the other segment as a parameter). The preparation of 1:00 to the line segment (or extension) of the distance from other methods. Note: The preparation method, consider using the Point class approach to preparing test program)
- 2009-12-24 14:03:10下载
- 积分:1