July 6th, Week 28th Wednesday, 2016
Diligence is the mother of good fortune.
勤勉是好运之母。
The mother of good fortune can be diligence, continuous trials and unremitting efforts.
But who is the father of good fortune?
Maybe the right direction you have chosen.
Sometimes if you are in the wrong direction, the more diligent you are, the further you will be away from the thing you want.
However, if your choice is not so bad, what you can do to achieve your goals may be keep on making efforts and be diligent.
That is the just secret of success for mediocre man.
Enjoy when you can, and endure when you must.
能享受时可尽兴,须忍受时当坚持。
This is the best suggestion I have heard this year.
Some people, and I am just one of them, are not able to enjoy theirselves when they are in their best conditions, and they also can't endure the difficult times when they are in adversities.
They live a tiresome life, actually, and they often lose theirselves in their chaotic life.
And who can rescure them from such situations?
Only theirselves.
July 6th, Week 28th Wednesday, 2016的更多相关文章
- July 9th, Week 28th Saturday, 2016
Every cloud has a silver lining. 山穷水尽疑无路,柳暗花明又一村. Every cloud has a silver lining, that just because ...
- July 8th, Week 28th Friday, 2016
Care and diligence bring luck. 谨慎和勤奋带来好运气. Just as we have said before, diligence is the mother of g ...
- July 7th, Week 28th Thursday, 2016
The 79th Anniversary of Anti-Japan War Difficulties vanish when faced bodly. 勇敢面对困难,困难自会退让. The best ...
- July 5th, Week 28th Tuesday, 2016
If you smile when no one else is around, you really mean it. 独处的时候你的笑容才是发自内心的笑容. Human beings are so ...
- July 4th, Week 28th Monday, 2016
Goals determine what you are going to be. 你的目标决定你将成为怎样的人. What are your goals? What kind of people y ...
- July 3rd, Week 28th Sunday, 2016
2016-07-03 First-hand experience is often necessary for personal growth. 亲身体验通常是成长所必须的. Although som ...
- July 27th, Week 31st Wednesday, 2016
Don't let yesterday take up too much of today. 别让昨天的事情占据今天太多时间. Learn from yesterday, but don't let ...
- July 20th, Week 30th Wednesday, 2016
Learn from yesterday, live for today, and hope for tomorrow. 借鉴昨天,活着当下,憧憬未来. Yesterday is the past, ...
- July 13th, Week 29th Wednesday, 2016
Travel imparts new vigor to the mind. 旅行能给思想带来新的活力. Travel can give us opportunities to experience m ...
随机推荐
- UVA1376.Animal Run (最小割转为最短路 && dijkstra)
Animal Run Time Limit:6000MS Memory Limit:0KB 64bit IO Format:%lld & %llu Submit Status ...
- 【C语言入门教程】5.4 递归
递归函数 是能够直接或通过另一个函数间接调用自身的函数,调用自身的方法称为递归调用.递归调用的本质是使用同一算法将复杂的问题不断化简,直到该问题解决. 例如求斐波那契数列的某一项算法适用于递归函数实现 ...
- NSFileManager
//返回一个字符串数组(子路径), 并且不包含文件夹 [[NSFileManager defaultManager] contentsOfDirectoryAtPath:folderPath erro ...
- STM32F103ZET6 用定时器级联方式输出特定数目的PWM(转载)
STM32F103ZET6里共有8个定时器,其中高级定时器有TIM1-TIM5.TIM8,共6个.这里需要使用定时器的级联功能,ST的RM0008 REV12的P388和P399页上有说明对于特定的定 ...
- 寻找下一款Prisma APP:深度学习在图像处理中的应用探讨(阅读小结)
原文链接:https://yq.aliyun.com/articles/61941?spm=5176.100239.bloglist.64.UPL8ec 某会议中的一篇演讲,主要讲述深度学习在图像领域 ...
- Codeforces 724 E Goods transportation
Description 有 \(n\) 个点,每个点有一个入流和出流,每个点与编号比它大的点连边,容量为 \(c\) ,求最大流. Sol DP. 这种特殊的图可以DP,把最大流转化成最小割. 最小割 ...
- replace、replaceAll、replaceFirst的区别详解
String s = "my.test.txt"; System.out.println(s.replace(".", "#")); Sys ...
- 17.3---阶乘尾多少个0(CC150)
思路,其实这题easy,就是看多少个5. 答案: public static int getFactorSuffixZero(int n) { // write code here int res = ...
- 17.1---编写一个函数交换两个变量的值(CC150)
用^来操作: public static int[] exchangeAB(int[] AB){ AB[0] = AB[0] ^ AB[1]; AB[1] = AB[0] ^ AB[1]; AB[0] ...
- Ext treelist 动态切换TreeStore
chooseMenu: function(_this) { //var mycomp = top.Ext.getCmp("my_comp"); var menuTreeStore ...