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Did Buddhist uses that as well, I heard that in Hindu terms, like the sound of the origins of the universe.
佛教徒也会用到这些吗，我在印度教中听到过，就好像是宇宙起源时的声音。
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Music? Well, it's, really what I enjoy doing is just like of all the jobs I've ever had,
音乐，嗯，在所有我做过的工作中音乐是我最喜欢的，
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So, more data to come, so this is a clip some of you might have seen in section already.
随着更多数据的出现，就会形成一个标签,有些人可能已在相应章节中看到过了。
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No friend that I've ever talked with is one that I actually would want to spend eternity talking to.
我交谈过的朋友中没有一个,是我想与之永远交谈的。
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Is something in the set, or is table member something in the table? Well, what I would have written is something like table dot member.
在集合或者表中有没有存在过呢？,好吧，我会写的是,然后也可能是元素或者表格。
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Milton will only use the word career once in his poetic oeuvre and it comes -- it will come pretty soon, actually, in Sonnet Number Seven.
弥尔顿在他的全部诗歌作品中只用过一次事业这个词,我们马上就会看到，在十四行诗的第七行。
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I want to talk about government regulation of insurance because I said that was an important aspect of insurance.
我现在想讲一下政府对保险业的监管,因为我说过这是保险中很重要的一个方面
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Last time we said we had three kinds of texture in music which are: monophonic, homophonic and polyphonic.
上一次我们说过,音乐中有三种织体,单音,主音和复音织体
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They study the old tradition which is now actually written down in Talmudic people heard of.
这些学生学习古老的传统,这些传统现在实际上已写在了,人们听说过的《犹太教法典》中。
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First, that everybody knows realities, people believe that because we all immersed in it, and that already defeats models that you might have.
第一条便是，每个人都知道现实，人们相信现实，因为我们都存在于现实中，现实可能摧毁了你曾经有过的世界观。
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Now, the reason this condition always holds in ordinary mechanics is because you're never, in that case, concerned with a huge statistical population of particles where the disorder among them is an issue.
这个条件在力学中总是成立,这是因为在力学中,我们从来没有关注过大量粒子的统计行为，而对这些系统来说,无序是很重要的。
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And remember, in the passage that I read about Inverarity's escape, what she left with, as her final understanding.
记住，在我读过的关于Inverarity的逃脱的部分中，她留下的是她的最终思考。
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In your Economics - in your Intro Economics class in 115 or 110, you saw some pretty good examples of situations that were not strategic.
在你们经济学基础课115或者110中,应该讲过一些不是策略形势的案例
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Meat Loaf sang the song "Two Out of Three Ain't Bad."
肉块乐队唱过这首歌“三个中占有两个就不错了“
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Of course this happens all the time in the body.
当然在身体中这个繁殖的过程从未间断过
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If you change the animal's environment and you give it access to these sort of foods, and these are the pictures that I showed in the first class, and you remember I asked you what constituents of this diet promoted obesity and you said it was fat, sugar, and variety that was correct.
如果你改变动物所在环境,再给它们这些食物,这些图片我们在第一课见到过,我问过这些食物中哪些成分使人发胖,你们说脂肪,糖和其他成分,没错
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I can change everything overnight; it does happen. I put that in for a reason because sometimes some of you have not taken a physics course and you don't know how to do well in physics and slowly you catch on and by the time it's Final exam you crack the code; you know how to do well.
我能一夜之间扭转乾坤,确实有过这样的例子,我这样做是因为,有时你们中有人可能以前没上过物理课,不知道怎样学好物理,但慢慢地你赶了上来,到期末考试的时候,你忽然灵光一闪,考起试来得心应手
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Now as metonymy, the delays we have been talking about, -- the paratactic structure of the way in which the story is told-- all of those, and the elements of repetition, are forms that we recognize as metonymic, but there's something beyond that at the level of theme.
作为转喻，我们之前说过的延后，在这个故事中表现为那种并列的结构-,都是重复的元素，我们把它们看做是转喻的，但是还有些东西在这个主题之上。
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And we learned how to prove the Pythagorean Theorem in Euclidean geometry, starting with the various axioms in Euclidean geometry, ba, ba-ba, ba-ba, ba-ba, ba bum.
我们都学习过,欧几里得几何中对勾股定理的证明方法,从繁杂的欧氏几何的公理开始,邦,邦邦,邦邦,邦邦
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This is actually just, in part, just a review of what we talked about in the second lecture.
实际上是回顾,第二节课中讲过的内容
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I've had some experience giving talks in less developed countries.
我曾经在发展中国家做过几次演讲
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Remember last time, I said that there's different kinds of complexity in our code, and I suggested for simple branching programs, the amount of time it takes to run that program is, in essence, bounded by the number of instructions, because you only execute each instruction at most once.
但是这里有个很重要的点,记得上节课，我提过在我们的代码中，有不同种类的复杂度，而且我还说了对于简单的分支程序,运行这种程序需要的总体时间,大体上，是和指令的数目相关的,因为每个指令只会被执行最多一次。
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So, to summarize so far, and we're going to look at this a little bit more for the rest of this lecture, we've talked about two morals in social psychology.
总结一下目前所讲过的内容，我们会在这节课中,更详细地讨论这点，我们讲了社会心里学中的两个行为准则。
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We said that coordination games are helped by communication.
我们说过沟通在协调博弈中起作用
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Merritt Hughes usefully notes this in one of the notes at the bottom of the page, that Milton in that line, "things unattempted yet in Prose or Rhyme," Milton's actually alluding to the opening of another romance epic.
梅里特修斯发现,在这页最下面有一条笔记，显示弥尔顿写到，“在《散文和韵律》中都未被人们尝试过的事“,事实上弥尔顿是暗指另一部浪漫史诗的开头。
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Now you've experienced this in your own life.
你在平时的生活中都曾有过体会
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So musical notation: the first grid pattern in Western culture-- but it does lock us in in interesting ways that we may-- you perhaps have never considered-- compared to how music is made in other cultures.
因此音乐记谱法,是西方文化中最早的网格图示,但这也限制了我们以某种有趣的方式,你们也许从来没有想过的方式创作,相对其他文化中音乐创作的过程而言
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Well, for the answer to that we have to go back to ancient Greek music theory, and when you read about this--it's really turgid stuff-- but believe it or not, I teach a course on this at the graduate level.
这个,要回答那个问题,恐怕要追溯到古希腊的音乐理论,每次读这些都会云山雾罩的,不管你信不信,我曾在研究生中开过这个课程
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Now, there are two things that she is left with, in the passage I just read: that sense of San Narciso being all of America, and, moreover, of it being constituted of "storm systems of group suffering and need."
在我刚刚读过的文章中，她留下了两件事：,一是圣弗朗西斯科：,就是整个美国的感觉，二是它作为,“人们承受而，又需要的风暴系统“的一部分“
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