Beautiful things don't ask for attention.

真正美丽的东西,并不会刻意寻求别人的注目。

From The Secret Life of Walter Mitty.

To see the world, things dangerous to come, to see behind walls, draw closer, and to feel.

That is the purpose of life.

There is an infinity of beauty to be experienced in our lifetime.

It will be impossible for us to even live a fraction of it.

Most people don't even get that much, but we can.

We can experience that beauty.

All we have to do is to stop searching for it where the world tells us it will be, and open ourselves to the place it has been all along.

This place may be different for everyone.

Maybe it is in pristine nature, maybe it is waiting here and now for the experiencing.

Just remember to keep an open mind, and not to let ourself become too eager or dishearted, because beautiful things don't ask for attention.

Youth means limitless possibilities.

年轻意味着无限的可能。

Bernard Harris had ever said: You are an infinite being with infinite possibilities.

In my eyes, to live, no matter young or old, means limitless possibilities.

These possibilities can present themselves at any time, but they would vanish if we don't act on them.

We really have to grab them or they will head in the direction of the charmed crowd.

Hope the best and prepare for the worst, get close to our ambition step by step.

June. 24th 2018, Week 26th. Sunday的更多相关文章

  1. June 30th. 2018, Week 26th. Saturday

    Curiosity is the wick in the candle of learning. 如果学习是一根蜡烛,那好奇心就是烛芯. From William Arthur Ward. Pleas ...

  2. June 29th. 2018, Week 26th. Friday

    Real love is always worth waiting for. 真爱永远值得等待. From Westworld. Real love is rare, but it does exis ...

  3. June 28th. 2018, Week 26th. Thursday

    You cannot change the circumstances but you can change yourself. 既然改变不了环境,那就改变自己. From Jim Rohn. Rec ...

  4. June. 27th 2018, Week 26th. Wednesday

    To be great, truly great, you have to be the kind of person who makes the others around you great. 要 ...

  5. June. 25th 2018, Week 26th. Monday

    Change in all things is sweet. 有改变就会有美好. From Aristole. Change is always good, but embracing change ...

  6. June 17. 2018, Week 25th. Sunday

    Dad is and always will be my living, breathing superhero. 在我眼里,爸爸是现实版的超级英雄,现在.将来,永远都是. From Bindi Ir ...

  7. June 3. 2018 Week 23rd Sunday

    You only get one shot; do not miss your chance to blow. 机会只有一次,不要错过. From Eminem, "Lose Yoursel ...

  8. June 25th 2017 Week 26th Sunday

    There is always that one song that brings back old memories. 总有那么一首歌,让你想起那些旧的回忆. There are seveal so ...

  9. June 30th, 2019. Week 26th, Sunday

    It's so easy to be careless, it takes courage and courage to care. 不在乎很容易,但在乎却需要很多勇气. Sometimes it w ...

随机推荐

  1. Visual Studio 2017中使用SourceLink调试ASP.NET Core源码

    背景 当我们在学习ASP.NET Core或者调试ASP.NET Core程序的时候,有时候需要调试底层代码,但是当我们在Visual Studio中调试程序的时候,由于一些基础库或者第三方库缺少pd ...

  2. Python爬虫入门教程 26-100 知乎文章图片爬取器之二

    1. 知乎文章图片爬取器之二博客背景 昨天写了知乎文章图片爬取器的一部分代码,针对知乎问题的答案json进行了数据抓取,博客中出现了部分写死的内容,今天把那部分信息调整完毕,并且将图片下载完善到代码中 ...

  3. Intent简介-Android开发

    一.Intent介绍: Intent的中文意思是“意图,意向”,在Android中提供了Intent机制来协助应用间的交互与通讯,Intent负责对应用中一次操作的动作.动作涉及数据.附加数据进行描述 ...

  4. 带着萌新看springboot源码8(spring ioc源码上)

    emmm.....这次先不说springboot原理,先好好回顾一下以前的注解版spring原理,先把spring原理了解清晰了,再看springboot原理更容易. 要说起spring,最重要的就是 ...

  5. 爬虫协议 Tobots

    一.简介 Robots 协议(也称为爬虫协议.机器人协议等)的全称是“网络爬虫排除标准”(Robots Exclusion Protocol),网站通过 Robots 协议告诉搜索引擎哪些页面可以抓取 ...

  6. 设计模式总结篇系列:建造者模式(Builder)

    关于建造者模式网上有很多文章,也有些不同的理解.在此结合网上其他文章对建造者模式进行总结. 总体说来,建造者模式适合于一个具有较多的零件(属性)的产品(对象)的创建过程.根据产品创建过程中零件的构造是 ...

  7. [五]java函数式编程归约reduce概念原理 stream reduce方法详解 reduce三个参数的reduce方法如何使用

    reduce-归约 看下词典翻译: 好的命名是自解释的 reduce的方法取得就是其中归纳的含义 java8 流相关的操作中,我们把它理解 "累加器",之所以加引号是因为他并不仅仅 ...

  8. [五]基础数据类型之Short详解

      Short 基本数据类型short  的包装类 Short 类型的对象包含一个 short 类型的字段      原文地址:[五]基础数据类型之Short详解   属性简介   值为  215-1 ...

  9. xamarin.forms之使用CarouselView插件模仿网易新闻导航

    在APP中基本都能见到类似网易.今日头条等上边横向导航条,下边是左右滑动的页面,之前做iOS的时候模仿实现过,https://github.com/ywcui/ViewPagerndicator,在做 ...

  10. 详解什么是平衡二叉树(AVL)(修订补充版)

    详解什么是平衡二叉树(AVL)(修订补充版) 前言 Wiki:在计算机科学中,AVL树是最早被发明的自平衡二叉查找树.在AVL树中,任一节点对应的两棵子树的最大高度差为1,因此它也被称为高度平衡树.查 ...