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benefit
UVA 11889 -
Benefit
Benefit
Recently Yaghoub is playing a new trick to sell some
·
2015-10-27 13:11
uva
nova分析(5)—— nova-conductor
Benefit
:因
·
2015-10-27 12:19
nova
《构建之法》8,9,10,章有感
~ 第八章.需求分析:需求(Need)--> 做法(Approach)-->好处(
Benefit
)--> 竞争 (Competition)-->推广(Delivery) 当用户提出需求时
·
2015-10-23 08:53
构建
Cheatsheet: 2010 11.23 ~ 11.30
String Basics Other Why You Should Stop Using CAPTCHAs Inside memory management Is there
benefit
·
2015-10-23 08:26
sh
UVA 11889
Benefit
题意: lcm(a, b) = c; c是a,b的最小共倍数, 现在给出a, c, 要你求出最小的b. 解题思路: 1. 如果c%a != 0 表示无解. 设b = c/a; 当gcd(a, b)==1时, 表示b就是要求的结果. 如果gcd(a, b) != 1; &
·
2015-10-23 08:16
uva
第一次翻译开源文章
在这里 http://www.oschina.net/translate/how-social-media-can-
benefit
-your-project 翻译了几段英文 一 Social
·
2015-10-23 08:00
开源
转: The Code Commandments: Best Practices for Objective-C Coding (updated for ARC)
I don’t normally post highly technical stuff to my blog, but here’s an exception that I hope will
benefit
·
2015-10-21 11:51
Objective-C
结对项目之需求分析与原型模型设计
任课计划系统需求分析 结对人员:031302513、031302523 阅读《构件之法》,大致了解了NABCD模型的大致过程: 即N(Need需求),A(Approach做法),B(
Benefit
好处)
wwk24
·
2015-09-22 21:00
UVA 11889-
Benefit
Recently Yaghoub isplayinganewtricktosellsomemore.Whensomebodygiveshim A Tomans,hewhoneverhasappropriatechanges,asksfor B Tomans suchthatlowestcommonmultipleof A and B equalsto C andhewillpaybackaroun
KJBU2
·
2015-07-18 09:00
slide逻辑
//一个简单的slide逻辑:varlen=$('.huge-
benefit
-09ulli').length; varoLiWidth=$('.huge-
benefit
-09ulli').css('width
奋力向前CO
·
2015-07-16 17:00
slide逻辑
//一个简单的slide逻辑:varlen=$('.huge-
benefit
-09ulli').length; varoLiWidth=$('.huge-
benefit
-09ulli').css('width
奋力向前CO
·
2015-07-16 17:00
uva11889
Benefit
(gcd)
题目:给定两个数A和lcm(A,B),求最小的B.从简单的例子中找到存在的解题思路:重复那个回溯的过程,2变成了8,,36则变成了9,相反的也能这样:9-->36,8-->2.#include #include usingnamespacestd; intgcd(inta,intb){ returnb?gcd(b,a%b):a; } intmain(intargc,char*argv[]){ //
theArcticOcean
·
2015-06-29 15:00
uva
NABCD
B(
Benefit
):可以逐步改变用户的懒惰心理,培养他们的顽强的意志。我们所做的是一个手机APP,针对安卓平台用户,不需要手机有多高配置,只要是智能机都能使用。
马思勉
·
2015-06-23 10:00
NABCD
B(
Benefit
):可以逐步改变用户的懒惰心理,培养他们的顽强的意志。我们所做的是一个手机APP,针对安卓平台用户,不需要手机有多高配置,只要是智能机都能使用。
马思勉
·
2015-06-23 10:00
UVA11889:
Benefit
(已知LCM和其中一个数,求另一个数)
RecentlyYaghoubisplayinganewtricktosellsomemore.WhensomebodygiveshimATomans,hewhoneverhasappropriatechanges,asksforBTomanssuchthatlowestcommonmultipleofAandBequalstoCandhewillpaybackaroundbill.Orother
libin56842
·
2015-06-10 15:00
gcd
uva
NABCD
approach做法):通过个人课表一次性录入做到永久提醒上课时间,然后蹭课提醒通过连接学校数据库得到每节课的上课信息来达到提醒其余课程的上课信息,蹭课还可以按照自己喜欢选择只提醒某个或者某几个学院的课程B(
benefit
微生醉墨
·
2015-05-06 22:00
NABCD
approach做法):通过个人课表一次性录入做到永久提醒上课时间,然后蹭课提醒通过连接学校数据库得到每节课的上课信息来达到提醒其余课程的上课信息,蹭课还可以按照自己喜欢选择只提醒某个或者某几个学院的课程B(
benefit
微生醉墨
·
2015-05-06 22:00
Python map排序
The primary
benefit
would be in terms of "batteries included" support for a common Python
yugouai
·
2015-03-02 18:00
python
UVa 11889
Benefit
枚举c的约数b,判断a*b/gcd(a,b)是否等于c。b不能整除c就是无解。注意会爆int代码:#include #include #include usingnamespacestd; #include #include #defineLLlonglong LLgcd(LLa,LLb){ if(b==0)returna; returngcd(b,a%b); } vectorDiv; intm
Baoli1008
·
2015-02-03 10:00
UVA 11889
Benefit
Recently Yaghoub isplayinganewtricktosellsomemore.Whensomebodygiveshim A Tomans,hewhoneverhasappropriatechanges,asksfor B Tomanssuchthatlowestcommonmultipleof A and B equalsto C andhewillpaybackaround
wr132
·
2015-01-26 19:00
uva
benefit
11889
UVA11889 -
Benefit
题目链接题意:输入两个整数A和C,求最小的整数B使得lcm(A,B)=C,如果无解,输出“NOSULUTION”。思路:lcm(A,B)*gcd(A,B)=A*B转化为C/A=B/gcd(A,B),所以可以枚举B的倍数。代码:#include #include #include #include usingnamespacestd; inta,c; intgcd(inta,intb){ re
u011345461
·
2014-09-06 18:00
大白书—数学基础—基础题
*最小公倍数(
Benefit
,uva10943)输入两个整数A和C(1 #include #include #include #include #include #include #include #defineMOD1000000009
smilewsw
·
2014-08-29 23:00
数学基础
UVA - 11889
Benefit
Description
Benefit
RecentlyYaghoubisplayinganewtricktosellsomemore.WhensomebodygiveshimATomans,hewhoneverhasappropriatechanges
u011345136
·
2014-08-18 11:00
【索引】Basic Problems
BeginningAlgorithmContests--TrainingGuide(RujiaLiuChapter2.Mathematics::BasicProblems11388-GCDLCM11889-
Benefit
10943
u011328934
·
2014-08-08 00:00
UVA11889
Benefit
题目链接:http://vjudge.net/contest/view.action?cid=46225#problem/B已知A和C求B,已知LCM=A*B/GCD 则LCM/A=B/GCD (B/GCD一定为大于等于一的正整数) ,设LCM/A=t; B/t=GCD(A,B), 设B/t=x; x=GCD(A,t*x) 从一开始枚举知道符合为止; #include #include usin
u013790563
·
2014-05-14 19:00
UVA 11889
Benefit
题目链接点这儿这题是给出a,c让求最小的b使得lcm(a,b)=c(lcm为(LeastCommonMultiple)明显,我们要先确认c%a是否为0,为0后,肯定有解。这时,由于c/a可能不与a互质,这时,两者的最小公倍数小于c,所以,还要再求c/a和a的最小公约数,然后让ans乘上那个公约数,如果现在还不互质的话,就再进行一次(注意每次都要让a除掉一个最大公约数。)结束,下面放出代码。#inc
u012513980
·
2014-04-20 23:00
算法
数学
ACM
uva 11889 -
Benefit
(数论)
题目链接:uva11889-
Benefit
题目大意:给出A和C,求B,C为A,B的LCM,要求B尽量小。
u011328934
·
2014-04-10 13:00
Fragment VS View
原文地址:http://stackoverflow.com/questions/8617696/what-is-the-
benefit
-of-using-fragments-in-android-rather-than-viewsComingfromsomeonewhoactuallytriedtobuildaphone
buptlzx
·
2014-03-21 17:00
android
Fragment
测试重写模块是否开启 How To Test Check If Mod_rewrite Is Enabled
Webune customer
benefit
from apache's mod_rewrite.
天梯梦
·
2013-12-25 02:00
rewrite
测试重写模块是否开启 How To Test Check If Mod_rewrite Is Enabled
Webune customer
benefit
from apache's mod_rewrite.
天梯梦
·
2013-12-25 02:00
rewrite
测试重写模块是否开启 How To Test Check If Mod_rewrite Is Enabled
Webune customer
benefit
from apache's mod_rewrite.
天梯梦
·
2013-12-25 02:00
rewrite
测试重写模块是否开启 How To Test Check If Mod_rewrite Is Enabled
Webune customer
benefit
from apache's mod_rewrite.
天梯梦
·
2013-12-25 02:00
rewrite
测试重写模块是否开启 How To Test Check If Mod_rewrite Is Enabled
Webune customer
benefit
from apache's mod_rewrite.
天梯梦
·
2013-12-25 02:00
rewrite
测试重写模块是否开启 How To Test Check If Mod_rewrite Is Enabled
Webune customer
benefit
from apache's mod_rewrite.
天梯梦
·
2013-12-25 02:00
rewrite
交大软件工程老师语录
有了Contract,就有了
benefit
和respon
ericluo
·
2013-11-26 09:00
oracle
IBM
XP
OO
UML
UVa 11889
Benefit
(数论)
11889-BenefitTimelimit:5.000secondshttp://uva.onlinejudge.org/index.php?option=com_onlinejudge&Itemid=8&category=467&page=show_problem&problem=2989Recently Yaghoub isplayinganewtricktosellsomemore.Whe
synapse7
·
2013-09-08 12:00
C++
ACM
uva
UVA 11889 -
Benefit
可直接枚举
看题传送门题目大意:输入两个整数A和C,求最小的整数B,使得lcm(A,B)=C。如果无解,输出NOSOLUTION思路:A*B=C*gcd(A,B)所以B/ gcd(A,B)=C/A如果C/A不是整数,那么就无解。不然B一定是C/A的整数倍。(都是整数嘛)#include intgcd(inta,intb) { returnb==0?a:gcd(b,a%b); } intmain() { int
murmured
·
2013-08-08 22:00
HTML点滴学起2
span.
benefit
{ color:red; } span.
benefit
1{ color:green; } spa
zfpp25_
·
2013-04-24 17:00
Oracle 临时表空间总结
joins, index builds, ordering, computing aggregates (GROUP BY), and collecting optimizer statistics,
benefit
yangeoo
·
2013-03-30 07:00
oracle
大数据分析应用的软优点:让思维与众不同
原文链接:http://blogs.sap.com/innovation/analytics/the-soft-
benefit
-of-big-data-analytics-thinking-differently
SAP创新观察
·
2013-03-19 11:41
大数据分析
大数据分析应用的软优点:让思维与众不同
原文链接:http://blogs.sap.com/innovation/analytics/the-soft-
benefit
-of-big-data-analytics-thinking-differently
SAP创新观察
·
2013-03-19 11:41
大数据分析
商务智能
Velocity
The
benefit
of using Velocity 1. The most important
benefit
is decrease the maintenance cost.
az12xc34
·
2013-01-15 12:00
velocity
FAB法则
基本介绍FAB法则,即属性,作用,益处的法则,FAB对应的是三个英文单词:Feature、Advantage和
Benefit
,按照这样的顺序来介绍,就是说服性演讲的结构,它达到的效果就是让客户相信你的是最好的
it_man
·
2013-01-06 17:00
sqlserver中group by 与 concat 的使用
表的数据如下:表名:
benefit
_service_codebenefit_id service_code4676 SURG4676 PV-OUT4676 XL4676 SPVOUT4676
monkeyking1987
·
2012-09-18 11:00
xml
service
table
sqlserver
insert
Path
rowid paging
benefit
from 11g new feature
rowidpagingbenefitfrom11gnewfeatureSource:http://dbakevin.blogspot.com/2012/04/rowid-paging-benifit-from-11g-new.htmlNeedproxytoaccesstheURLabove--http://www.51proxied.com/Considerbelowrequest:Weneedt
Fangwen.YU
·
2012-09-03 21:00
javascript centralized timers
a centralized timers has
benefit
over non-centralized timers. the
benefit
including .
joe.bq.wang
·
2012-08-06 08:00
JavaScript
读《培训师》摘录笔记(二)
B,就是
Benefit
,明确利益,首先要告诉他们课程的
fafa211
·
2012-08-05 00:00
工作
优化
活动
笑话
音乐
任务
Redis(2)Introduction for Redis and its concept String List Set
Benefit
of Redis: High Performance ----> 100k
sillycat
·
2012-06-06 19:00
String
保険用語集(2)
「DB(Defined
Benefit
)年金」とも呼ばれる。
hwhuang
·
2012-05-24 22:00
The
benefit
of jndi
Spring applications will often be deployed to run within a Java EE application server such as WebSphere, JBoss, or even a web container like Tomcat. These servers allow you to configure data so
hyp1987
·
2012-04-01 17:00
spring
dataSource
JNDI
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