"I do not object to harsh criticism," said Helen Keller, "so long as I am treated like a human being who has a mind of her own." The Story of My Life, published   when Keller was just twenty-two, is not only the assertoin of a yong woman that she does indeed have a mind of her own, but the story of how she came to be that lively and intelligent yong woman.

Most of us know Helen Keller as the little deaf and blind girl who triumphed over adversity to become worldfamous. Perhaps we have seen the movie The Miracle Worker, with its well-known scene where Keller discovers the meaning of the word water. Perhaps we have heard—of even told—Helen Keller jokes. But as The Story of My Life shows, Keller's life is neither a miracle nor a joke. It is a tremendous achievement. Seemingly destined to be imprisoned in darkness and isolation for rest of her life, Keller built upon the brilliant work of her teacher, Anne Sullivan, to become a nationally recognized and respected figure.

Keller's determination to learn, her passion for experience, and her refusal to allow society to define her are inspiring, but they are somewhat daunting, too. How can any of us hope to be as strong as Helen Keller?  Yet, reading Keller's story, we see that she is still human. Like us, she sometimes loses her temper when she doesn't get her way. She gets irritated by people's ignorance. She even complains about doing her homework.

More than anything else, The Story of My Life is a journey of discovery. Language allowed Helen Keller to discover the world, and language is the means she uses to try to make sense of it, and herself. She asks perhaps the most important question we can ask as human beings—Who am I? —and in answering that question, she tells us something of who we are.

《The Story of My Life》Introductiom - A Journey Of Discovery的更多相关文章

  1. 《The Story of My Life》Introductiom - Historical and Literary Context - Education of the Deaf and Blind

    At the time the Story of My Life was published, the idea of a disabled person as an active member of ...

  2. 《The Story of My Life》Introductiom - The Life and Work of Helen Keller

    Helen Keller was born on June 27,1880, in Tuscumabia, Alabama, to Captain Arthur Henry Keller, a Con ...

  3. 《JavaScript设计模式与开发实践》整理

    最近在研读一本书<JavaScript设计模式与开发实践>,进阶用的. 一.高阶函数 高阶函数是指至少满足下列条件之一的函数. 1. 函数可以作为参数被传递. 2. 函数可以作为返回值输出 ...

  4. 《LoadRunner12七天速成宝典》来了

    看到自己的新书又要发行了,算算从09年第一本书开始,不知不觉已经是第四本书了(帮朋友合写的书不算),每次写完之后都会说太累了,不想再写了,但是却又次次反悔,吞下食言的苦果.如果非要说第四本书的感受,那 ...

  5. 《连载 | 物联网框架ServerSuperIO教程》2.服务实例的配置参数说明

    1.C#跨平台物联网通讯框架ServerSuperIO(SSIO)介绍  <连载 | 物联网框架ServerSuperIO教程>1.4种通讯模式机制 一.综述 SuperIO(SIO)定位 ...

  6. 《连载 | 物联网框架ServerSuperIO教程》- 3.设备驱动介绍

    1.C#跨平台物联网通讯框架ServerSuperIO(SSIO)介绍 <连载 | 物联网框架ServerSuperIO教程>1.4种通讯模式机制. <连载 | 物联网框架Serve ...

  7. 《连载 | 物联网框架ServerSuperIO教程》-4.如开发一套设备驱动,同时支持串口和网络通讯。附:将来支持Windows 10 IOT

    1.C#跨平台物联网通讯框架ServerSuperIO(SSIO)介绍 <连载 | 物联网框架ServerSuperIO教程>1.4种通讯模式机制. <连载 | 物联网框架Serve ...

  8. 《连载 | 物联网框架ServerSuperIO教程》- 5.轮询通讯模式开发及注意事项。附:网友制作的类库说明(CHM)

    1.C#跨平台物联网通讯框架ServerSuperIO(SSIO)介绍 <连载 | 物联网框架ServerSuperIO教程>1.4种通讯模式机制. <连载 | 物联网框架Serve ...

  9. 《连载 | 物联网框架ServerSuperIO教程》- 6.并发通讯模式开发及注意事项

    1.C#跨平台物联网通讯框架ServerSuperIO(SSIO)介绍 <连载 | 物联网框架ServerSuperIO教程>1.4种通讯模式机制. <连载 | 物联网框架Serve ...

随机推荐

  1. 【爬虫】python 多线程知识

    第一段代码: __author__ = 'Administrator' import threading import time index = 0 class MyThread(threading. ...

  2. 解决PHPExcel列超过26的问题

    $column = PHPExcel_Cell::stringFromColumnIndex(index);//index对应的就是列,从0开始 $objPHPExcel->getActiveS ...

  3. EasyUI学习总结(五)——EasyUI组件使用(转载)

    本文转载自:http://www.cnblogs.com/xdp-gacl/p/4084520.html 一.EasyUI组件的简单介绍 easyUI提供了很多组件让我们使用,如下图所示:

  4. 【BZOJ 1119】 1119: [POI2009]SLO (置换)

    1119: [POI2009]SLO Description 对于一个1-N的排列(ai),每次你可以交换两个数ax与ay(x<>y),代价为W(ax)+W(ay) 若干次交换的代价为每次 ...

  5. JZYZOJ1457 [NOIP2016]换教室 期望dp 动态规划 floyd算法 最短路

    http://172.20.6.3/Problem_Show.asp?id=1457 我不知道为什么我倒着推期望只有80分,所以我妥协了,我对着题解写了个正的,我有罪. #include<cst ...

  6. [ARC062F]Painting Graphs with AtCoDeer

    题意:一个无向图,用$k$种不同的颜色给每条边染色,问能染出多少种不同的图,如果两张图能通过循环移位环边使得颜色相同,那么这两张图被认为是相同的 数学太差伤不起啊...补了一下Burnside定理的证 ...

  7. 【区间dp】【四边形不等式】CDOJ1653 最小生成树?

    四边形不等式优化的资料去网上找下吧!很多. 可以证明,这个题里面,合并的代价满足较小区间+较大区间<=交错区间. 可以自己画个图看看. #include<cstdio> #inclu ...

  8. Android Studio自动化快速实现Parcelable接口序列化

    1.在线安装 然后打开File -> Settings -> Pugins -> Browse Repositories 如下,输入android parcelable code g ...

  9. JDK源码学习笔记——Iterable/Iterator实现原理

    Collection接口继承java.lang.Iterable接口,集合类重写了iterator()方法 public interface Iterable<T> { Iterator& ...

  10. idea创建多个Module

    练习不同的算法时,如果不断的创建工程未免过于麻烦,可以使用在一个工程下创建多个Module的方式,编写多种不同的算法,这些模块互相独立,都有一个入口函数(main),并且,对于创建好的Module,如 ...