Things won are done, the soul of joy lies in the doing.
得到即是完结,快乐的精髓在于过程。
Things won are done, things lost are done as well.
Don't struggle too much on the things that had alreay happened.
For a gallant spirit there can never be defeat.
勇敢的灵魂,永不言败。
September 22nd 2016 Week 39th Thursday的更多相关文章
-
September 29th 2016 Week 40th Thursday
Prosperity discovers vice, adversity virtue. 得意时露瑕疵,逆境中见品质. I wish I would have someone like you, fr ...
-
September 24th 2016 Week 39th Saturday
The worst solitude is to be destitute of sincere friendship. 最大的孤独莫过于没有真诚的友谊. I walk slowly, but I n ...
-
September 23rd 2016 Week 39th Friday
Even a small star shines in the darkness. 星星再小,也会发光. In the darkness, even a small star can shine. N ...
-
September 21st 2016 Week 39th Wednesday
Don't try so hard, the best things come when you least expect them. 不要着急,最好的总会在最不经意的时候出现. Always tur ...
-
September 20th 2016 Week 39th Tuesday
Failure is not fatal, but failure to change might be. 失败并不致命,但无法改变却可能是致命的. I need change, but it see ...
-
September 19th 2016 Week 39th Monday
We come nearest to the great when we are great in humility. 我们最为谦逊的时候越接近伟大. When you are powerful en ...
-
September 18th 2016 Week 39th Sunday
Be the king of the spiritual kingdom that is your heart. 在心灵的国土上,做自己的国王. Most often we are not able ...
-
September 8th 2016 Week 37th Thursday
The secret of high-impact business is early preparation. 高效商务,赢在未雨绸缪. Early and best preparation is ...
-
September 1st 2016 Week 36th Thursday
Everything is going on, but don't give up trying. 万事随缘,但不要放弃努力. There are numerous things that we ca ...
随机推荐
-
SQL表新增触发(触发器)
ALTER TRIGGER [InsertStoreJITOnloadQuantity] ON [dbo].[Sourceing] After INSERT AS --登記計劃數量(新增時YN=0) ...
-
c++ 文件读写模板
#include <fstream> using namespace std; int main() { ifstream fin("in.txt"); ofstrea ...
-
理解KMP
KMP字符串模式匹配通俗点说就是一种在一个字符串中定位另一个串的高效算法.简单匹配算法的时间复杂度为O(m*n),KMP匹配算法,可以证明它的时间复杂度为O(m+n).. 一.简单匹配算法 先来看一个 ...
-
ThinkPHP中的模型
ThinkPHP中的模型 1.什么是模型(Model) 模型表示企业数据和业务规则,实际项目开发中,主要实现与数据库进行操作. 2.模型的定义规则 模型类的命名规则是除去表前缀的数据表名称,采用驼峰法 ...
-
pb popmenu弹出式选单位置的问题
在主界面上使用m_main.m_title.PopMenu(PointX(),PointY()),可以正确定位弹出式选单的位置: 在主界面的控件智商为使用m_main.m_title.PopMenu( ...
-
tableView嵌套collectionView
首先是自定义collectionView填充的tableViewCell import UIKit // 定义一个collectionView,重写初始化大小和布局方法 class TrendsDet ...
-
Window平台搭建Redis分布式缓存集群 (一)server搭建及性能測试
百度定义:Redis是一个key-value存储系统.和Memcached类似,它支持存储的value类型相对很多其它.包含string(字符串).list(链表).set(集合).zset(sort ...
-
php导出csv报表
最近系统有一个导出报表功能,之前是导出的.xsl报表,但是当导出数据达到十万条时,导出经常出现超时与导出数据不全的情况,原因是导出.xsl报表会进行HTML渲染,在这步就会卡死.所以改成了导出.csv ...
-
ORA-01578和ORA-26040--NOLOGGING操作引起的坏块-错误解释和解决方案(文档ID 1623284.1)
ORA-01578和ORA-26040--NOLOGGING操作引起的坏块-错误解释和解决方案(文档ID 1623284.1) (一)NOLOGGING操作引起的坏块(ORA-01578和ORA-26 ...
-
通过使用Web Workers,Web应用程序可以在独立于主线程的后台线程中,运行一个脚本操作。这样做的好处是可以在独立线程中执行费时的处理任务,从而允许主线程(通常是UI线程)不会因此被阻塞/放慢。
Web Workers API - Web API 接口参考 | MDNhttps://developer.mozilla.org/zh-CN/docs/Web/API/Web_Workers_API ...