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Cells can stop in their lifetime at some point in the cell cycle and persist for long periods of time.
细胞生命期可以停止在细胞周期的某个点,并保持很长时间
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Right. It's a slight lie, it doesn't have all possible values, but you get the idea. It has, if you like, intellectually, all possible values.
我撒了个小谎，这个空间并没有包含所有的可能的值，你们懂的，理性点说，如果你喜欢，我这么说的话，它包括了所有可能的值。
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Third, I'd like to answer these questions from sound points of view and tell you a little bit about what we are doing and how we are doing it.
第三，我想对这些问题,给出合理的答案,并讲点我们,要做的事及完成的方式。
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I may want to finish the particular point that I'm making, I'll try to come back to you and I'll then raise your question.
也许我想结束这个我制造的特定点，我会试着回到这里并提出你的问题。
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Well, you don't literally mean that somebody rewarded you, like gave you pellets and stuff.
你并不是想说某人会奖励你，比如给你点吃的或是奖品。
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I always throw that back at people and say, damn it, read some history.
我总是将这个球抛回去并说,你这家伙,还是多读点历史吧
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Just as I foreshadowed, if you look at the difference between the first and third quartile in the bond market -these are active returns over a ten-year period again ending June 30,2005 -and the fixed income market, the difference between first and third quartile is a half a percent per annum.
如我之前所示,如果观察,债券市场中的第一和第三个四分位数,四分位数即统计学中,把所有数值由小到大排列并分成四等份三个分割点位置分别就是三个四分位数 考虑十年期的主动型的收益,截止于2005年6月30日,在债券这个固定收益市场,第一和第三个四分位数,每年只差0.5%
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if I say a particle's location is i times t^2 plus j times 9t^3, for every value of time, you can put the numbers in and you can find the velocity by just taking derivatives.
一个质点的位置,i ? t^2 + j ? 9t^3,在每一个时间点,你可以把数值代入,并通过求导得到速度
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I'm going to use the CS50 Library instead for user input I'm saying say something then I'd get a string from the user and I call time s1 and then I say, say something, s2 and then I get another string from the user and call it s2 and apparently this program's purpose in life is to tell me yes or no the user said the same thing both times.
然而我使用的是CS50库来获得用户输入,我说点什么，然后从用户那里获得一个字符串,并把它叫做s1，然后我说点什么，然后从用户那里获得一个字符串，并把它叫做2,这个程序的最终目的是,告诉我两次用户输入的是不是同样的东西。
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