But there are all sorts of things, you can just breathe in and breathe out, and it's a real opportunity.
但也有很多种事情,你只需吸气呼气,实为难得的机会。
But I had like, really, really big dreams, so I wanted to pursue in New York, which led me here.
但我有很伟大的梦想,我想在纽约实现这个梦想,这也是我来这里的原因。
Latte, which is a homogeneous system, has a very, very large number of components to it All the components that make up the milk.
拿铁咖啡是个均匀系统,但它有非常非常多的组分,牛奶中的所有组分咖啡中的所有组分。
My answer is, you can't change one but you can create a new one that is almost like the old one but different in a little bit.
既然你不能改变元组,你可以新建一个跟原来的元组,大体上一致但有细微差别的元组。
And there are some subtle and very interesting differences across countries and across people, but there's also deep universals.
有一些细微,有趣的不同,不同的国家和民族,但也有极大的全球统一性。
And scientists have been working on this for years and there's been progress, but it's still a very difficult challenge.
科学家们对此已经研究很久了,并取得了进展,但仍有很大挑战
in Cocteau. but it is a suggestion that in Disney, but it's different but I'm talking about Cocteau ? the rose?
是谷克多电影里的,但这里有个暗示,暗示着迪士尼电影,但又有所不同,不过我在谈论的是谷克多那部,玫瑰花?
It has a goal, however, that's described in that last stanza.
但却有一个目标,这在最后一节里有描写。
But here I have the opportunities to someone something, and then you see them act upon it in a month's later, a year's later.
但我能有机会去帮助别人,并看到他们能因此在一个月后,甚至一年后,收到效果,作出改变。
He wasn't here at MIT when he won the prize, but here's the actual paper.
当他获得这个奖项时他不是在麻州理工学院,但这里有实际的论文。
But it has a property that when you add it to anything, you get the same vector.
但它有个性质,就是用它加任何矢量,你得到的都还是原矢量
Rather he maintains as he puts it near the end of the defense speech that the examined life is alone worth living.
相反地,他维持辩护,快终结时的论点,受检视的人生孤独但有活着的价值。
We still have the Quakers, we have the Baptists, but there are, of course, many groups thriving in the 1640s that have absolutely faded from the religious scene: the Ranters, the Familists, and the Muggletonians.
还是有贵格会,浸礼会,但当然有很多派系在17世纪40年代繁荣,他们完全退出了宗教舞台:,浮嚣派,家庭派,马格莱顿教。
But so long as there is a non-arbitrary rule of law, then it's permissible.
但只要有一部非专制的法律,那这就是允许的。
Well, it doesn't get very precise but it has the intuitive concept.
当然这种阐述还不精确,但已经有了直觉的认识
Suppose--I don't believe in souls,but suppose there really are souls.
我不相信灵魂的存在,但假设有灵魂。
Yes, but what specifically?
对,但有什么特别的么
I regard the last few weeks as politicians deciding we gotta do something to get this off the table of the agenda to something that has a political demand for it What they did, they could have done worse things, they could have done better things.
在我看来,一直到前几个星期,政治家们才觉得自己该做点什么了,不能继续把这件事束之高阁而迟迟不行动,而应当将其转化为一种政治诉求,至于他们所做的一切,已是既定事实,他们原本或许会做得更糟,但也有可能更好,这个很难讲。
which you'll think, only a ten or eleven year old, but when there is thirteen of them, it's a lot.
你会想,不就是十岁、十一岁的小孩嘛,但有十三个还是很多的。
Now you have a gap in your data and yet you still have some magnetic particles there that could be useful.
现在的数据中可能会有一些空白,但你仍然有一些,有用的磁性粒子。
But there's one thing that the Romans made even more of, than the Greeks had made of, and this is the patron-client structure.
但有一样东西罗马人比希腊人,做得更极致,即庇护关系。
But that's a little bit hard, we aren't all that good at seeing electrons with our eyes, so we need to think of a way to do this.
但那有一点困难,我们都不能通过眼睛看到电子,我们需要想一种方法去做到它。
But Eudora Welty was once asked why Southerners can be such great writers, or such good storytellers and she was a wonderful storyteller.
但有一次她被问到,为什么南方总是出伟大的作家,或者是杰出的小说家,她自己就是个很出色的小说家
but anyone other than me feel a little bit disease ? when I talk about this?
但有谁在听到我说的这些话时,感到不舒服吗?
That would have been an understandable position to come to in the fourteenth century, but it would have been wrong.
那可能就是能被14世纪的人们,所理解的解释,但它有可能是错的
s1 Here is 1s atomic. But lithium has 2s1, so I need a 2s atomic orbital here and likewise over here.
这是1s原子,但锂有两层,所以我还需要在这里添加2s轨道,就像那样。
They probably succeeded in subduing some of their neighbors, collecting tribute--there's some controversy about that but in about 922 this kingdom divided into two smaller and lesser kingdoms that fell in importance.
也可能成功征服了周围的一些邻国并接受朝贡,但这点是有争议的,但约公元前922年,这个王国,分裂为两个更小更次要的国家,重要性当然也随之降低。
And the answer is, although neurons are all or nothing, there are ways to code intensity.
答案就是,尽管神经元服从全或无法则,但仍有许多因素会影响神经元的反应强度
This is the most famous bell-shaped curve, but there are other ones with different mathematics.
正态分布是最著名的钟形曲线,但仍有其他表达式下的钟形曲线
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