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So, I think we have these molecular orbital energies down, so let's move on to talking about more complex molecules.
分子轨道能量就说到这里，让我们继续来讨论一下更复杂的分子。
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There's no way that we can get from here, to here, to here without knowing a little bit more information.
我们不能直接从这里到这里，在没有更多信息的情况下。
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Again, same kind of reasoning says, given some value x, I happened to pick a small one here, what's an easy way to do this? Well, let's just start at one. That's my variable I'm going to change and check.
好，尤其是，让我们到这里来,让我给大家看看第二个例子,让我把这个注释掉，这是我要解决的，第二个问题，假设我想找到一些整数的,所有除数，我想要找出来这个数的所有的除数。
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Well, that's enough for today, and we will continue Yeats on Wednesday.
好，今天就到这里，周三我们继续我们的叶芝之旅。
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And this concludes our conversation with Joshua Bolten, President George W Bush's Chief of Staff 2006 to 2009.
我们今天对约书亚·博尔顿的,访谈就到这里，他在2006到2009年间担任,前总统小布什的白宫办公厅主任。
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So we can add three hydrogen atoms here, and fill in our other orbitals right here.
我们可以加三个氢原子到这里，填满其它的轨道。
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V2 So, if one goes to two and V1 goes to V2, and it's constant temperature, just what we've specified there.
如果状态1变到状态1并且体积从V1到，同时温度保持不变，这就是我们这里要讨论的问题。
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So that's the geographical setting for what we are about to read in the Book of Joshua.
这就是它的地理位置,我们将在《约书亚书》中读到的故事就发生在这里。
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This leads to an insight,though,by this time, when you're surveying your New Testament.
新约读到这里，我们可以洞察到一个特点。
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And here is what we saw, here is our old friend - the nucleus accumbens.
这里是我们观察到的结果，我们的老朋友，-，伏隔核。
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It has been my pleasure to be here with you.
能把你请到这里我们很荣幸。
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Alright. So take it with a grain of salt.
好，我们就说到这里。
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So that's enough for recap and I want to move on now.
就先回顾到这里吧,我们继续讲课
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This grid of horizontal lines, and we will know that if we're going from here to here, it's got to be exactly this frequency, or at least this space.
这个水平线组成的网格,让我们知道,从这里到这里,正好是这样的频率,或者至少是这个间隔
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The fact that when you go in a circle, you accelerate is what we're learning here, coming from the fact that velocity is a vector and its change can be due to change in the magnitude or change in direction.
而当你做圆周运动时你也在加速,这是我们在这里所学到的,原因就在于,速度是一个矢量,其变化可以通过改变模长,或者方向来实现
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We talked about modern imaging methods and this is an example of an fMRI, a functional MRI; a map of the brain that not only shows you the anatomy of the brain but shows you something about the chemistry of what's going on inside.
我们还说到现代影像技术,这里是一幅脑部功能性磁共振成像图像,一种功能性的磁共振,图中不仅可以看到脑部解剖学图像,也可以看到一些脑内的生化过程
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And I think we just got to the point where we were able to start looking at the energetics of that.
我认为我们刚刚到这一点,我们才能够开始学习,这里面的能量学。
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When I ran it up here, with the old Fib, and we printed the result, and I ran it with Fib 1 down here.
当我运行到这里，也就是老的Fib函数，我们打印这个结果，当我在下面调用Fib1时,也打印了结果。
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So we'll take another don't-take branch here.
所以我们将会在这里走到,另一个不应该选择的物品。
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So let's actually scroll down to the interesting stuff here.
现在我们要向下滚动到这里，这才是我们要关心的问题。
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And all we need to do is go over here now and fill up our octets.
而我们所需要做的就是到这里来,把我们的“八隅体“都填满。
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Similarly we see as we go down the table, so as we're going from one row to the next row, so, for example, between helium and lithium, we see a drop; the same with neon to sodium, we see a drop here.
同样地，我们来看看沿着周期表往下走，当我们从一行到下一行时，比如，从氦到锂，我们看到了一个下落;,从氖到钠也一样，我们看到这里有个下落。
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If we look at carbon, if you look on your Periodic Table you will see this notation next to carbon, What are we learning here?
如果我们观察碳，如果你查阅元素周期表,你会看到碳旁边的符号，从这里我们能了解到什么呢？
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And we will then get over to here, where he's sitting on the tonic chord, and we want to see how long he's going to hold this tonic chord. Okay?
接着再到这里来，他停在了主音和弦上，然后我们想看看他会在主音和弦上保持多久，好吧？
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In temp. So that means at the end of that first line of code just as before the value of 1 ends A up in a variable called temp because we said go to A and I look around, oh, there's A, what's there?
在temp中，在第一行代码的末尾,值1最终到了叫做temp的变量中,因为我们指明了定位到,并且四处查看，哦，这里是A，里面是什么？
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What we're proposing here is that you take a nice low energy s electron and move it into a higher energy p orbital.
我们这里说的是,你把一个低能s电子,移到高能p轨道里去。
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You'll notice that there's a little bit of a difference in these equations here from the ones from the other day, which is that you have z squared value in there.
你们会注意到这里的方程,和我们那天的方程,有些小的不一样，这里有z平方。
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All right. Let's listen a little bit more to the Musorgsky and then we're going to go on, just a bit more to the next excerpt, and here's my question for you.
好,咱们来继续听听穆索尔斯基,然后我们继续下去,到下一个选段,这里就有个问题了
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What's happening and interests me acoustically, and again we'll come back to it, is that we're getting up toward here, and notice how these pitches in terms of the ratio frequencies are getting very close together.
这段乐曲从声学的角度上让我很感兴趣,我们再看看它,音乐升高到这里,然后我们注意到这些音高,是如何根据频率比最后汇合在一起的
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So we'll get there, hold that thought.
我们会讲到那里的,暂时说到这里
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