However mean your life is, meet it and live it ;do not shun it and call it hard names. It is not so bad as you are. It looks poorest when you are richest. The fault-finder will find faults in paradise. Love your life, poor as it is. You may perhaps have some pleasant, thrilling, glorious hours, even in a poor-house. The setting sun is reflected from the windows of the alms-house as brightly as from the rich man's abode; the snow melts before its door as early in the spring. I do not see but a quiet mind may live as contentedly there, and have as cheering thoughts, as in a palace. The town's poor seem to me often to live the most independent lives of any. May be they are simply great enough to receive without misgiving. Most think that they are above being supported by the town; but it often happens that they are not above supporting themselves by dishonest means. which should be more disreputable. Cultivate poverty like a garden herb, like sage. Do not trouble yourself much to get new things, whether clothes or friends, Turn the old, return to them. Things do not change; we change. Sell your clothes and keep your thoughts.

随机推荐

  1. wpf中dropdownButton控件下拉居中。。。

    设置模版中popup控件的HorizontalOffset属性来控制居中. 还是对popup控件不熟,折腾了一会.

  2. 原生 js 左右切换轮播图

    使用方法: 可能很多人对轮播图感兴趣,下面奉上本人的 原生 js 轮播代码复制 js 到页面的最底部,样式在 css 里改,js 基本不用动,有什么不懂的可以 加本人 QQ172360937 咨询 或 ...

  3. http://blog.csdn.net/a491057947/article/details/46724707

    http://blog.csdn.net/a491057947/article/details/46724707

  4. 疯狂java学习笔记之面向对象(六) - 构造器重载、方法重载和方法重写

    一.方法重载(Overload): Java允许同一个类中定义多个同名方法,只要形参不一样就可以,如果同一个类中包含了两个或两个以上方法名相同的方法,但形参列表不同,则被成为方法重载(两同一异). 同 ...

  5. POJ 1753 (开关问题+高斯消元法)

    题目链接: http://poj.org/problem?id=1753 题目大意:一堆格子,或白或白.每次可以把一个改变一个格子颜色,其上下左右四个格子颜色也改变.问最后使格子全部白或全部黑,求最小 ...

  6. 20145304 Java第四周学习报告

    20145304<Java程序设计>第四周学习总结 教材学习内容总结 1.继承共同行为: 继承基本上就是避免多个类间重复定义共同行为,关键词为extends. 代码如下: //继承共同行为 ...

  7. ubuntu 安装Firefox 29.0

    下载Firefox 29.0 % cd ~/Downloads % sudo cp firefox-29.0.tar.bz2 /opt % cd /opt % sudo tar -xvjf firef ...

  8. NOIp 2014 #5 解方程 Label:数论?

    题目描述 已知多项式方程: a0+a1x+a2x^2+..+anx^n=0 求这个方程在[1, m ] 内的整数解(n 和m 均为正整数) 输入输出格式 输入格式: 输入文件名为equation .i ...

  9. 3801. String LD

    Description Stringld (left delete) is a function that gets a string and deletes its leftmost charact ...

  10. js正则表达式实例(汇总)

    来源:如何用JAVASCRIPT 正则表达式取出字符串最后一组数字,谢谢  如  30CAC0040 取出40  3SFASDF92 取出92  正则如下://d+$/g   统一空格个数  来源:正 ...