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Once when I was six years old I saw an amazing picture in a book called True Stories from Nature about the primeval (原始) forest. It was a picture of a boa constrictor (大蟒蛇) in the act of swallowing an animal. In the book it said: "Boa constrictors swallow their prey whole, without chewing it. After that they are not able to move, and they sleep through the six months that they need for digestion."( 消化 ) I thought deeply then over the adventures of the jungle. And after some work with a colored pencil I succeeded in making my first drawing. My Drawing Number One. I showed my masterpiece to the grown-ups, and asked them whether the drawing frightened them. But they answered: "Frighten? Why should any one be frightened by a hat?" My drawing was not a picture of a hat. It was a picture of a boa constrictor digesting an elephant. But since the grown-ups were not able to understand it, I made another drawing: I drew the inside of a boa constrictor, so that the grown-ups could see it clearly. They always need to have things explained. That’s my Drawing Number Two. The grown-ups' response, this time, was to advise me to lay aside my drawings of boa constrictors, whether from the inside or the outside, and devote myself instead to geography, history, arithmetic, and grammar. That is why, at the age of six, I gave up what might have been a great painter. I had been disheartened by the failure of my Drawing Number One and my Drawing Number Two. Grown-ups never understand anything by themselves, and it is tiresome for children to be always and forever explaining things to them. So then I chose another profession, (职业) and learned to pilot airplanes. I have flown a little over all parts of the world; and it is true that geography has been very useful to me. At a glance I can distinguish China from Arizona. If one gets lost in the night, such knowledge is valuable. In the course of this life I have had a great many encounters with a great many people. And that hasn't much improved my opinion of them. Whenever I met one of them who seemed to me at all clear-sighted, I tried showing him my Drawing Number One, which I have always kept. I would try to find out if this was a person of true understanding. But, whoever it was, he, or she would always say: That is a hat. Then I would never talk to that person about boa constrictors, or primeval forests, or stars. I would bring myself down to his level. I would talk to him about bridge, and golf, and politics and neckties. And the grown-up would be greatly pleased to have met such an intelligent man.
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参考答案:
举一反三
【单选题】下列( )不属于企业的基本战略形式。
A.
目标聚集
B.
成本领先
C.
战略联盟
D.
特色优势
【单选题】《中国药典》中β-内酰胺类抗生素含量测定方法首先( )
A.
高效液相色谱法
B.
微生物检定法
C.
紫外分光光度法
D.
气相色谱法
E.
化学分析法
【单选题】下列哪一项不属于企业的基本战略形式?( )
A.
目标聚集
B.
成本领先
C.
虚拟运作
D.
特色优势
【单选题】《中国药典》 (2015年版)中一般采用( )测定β-内酰胺类抗生素的含量。
A.
比色法
B.
紫外分光光度法
C.
气相色谱法
D.
高效液相色谱法
【多选题】中国药典收载的β-内酰胺类抗生素的含量测定方法有( )
A.
高效液相色谱法
B.
气相色谱法
C.
微生物检定法
D.
紫外分光光度法
【单选题】下列()不属于企业的基本战略形式。
A.
集中化战略
B.
总成本领先战略
C.
战略联盟
D.
差异化战略
【简答题】把下表补充完整,写出程序预期的输出。 #include void main() { char ch = 'a'; while(ch ' b ' 2. 求Fibonacci数列前40个数。这个数列有如下特点:第1,2两个数为1,1。从第3个数开始,该数是其前面两个数之和。即: F(1)=1 (n=1) F(2)=1 (n=2) F(n)=F(n...
【单选题】目前,《中国药典》测定β-内酰胺类抗生素含量的方法主要是( )
A.
UV-Vis
B.
HPLC
C.
碘量法
D.
酸碱滴定法
E.
GC
【单选题】《中国药典》中β-内酰胺类抗生素含量测定方法首选( )。
A.
高效液相色谱法
B.
微生物检定法
C.
紫外分光光度法
D.
气相色谱法
E.
化学分析法
【单选题】迈克尔·舒马赫获得过( )次年度世界总冠军。
A.
5
B.
6
C.
7
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