"If you surrender completely to the moments as they pass, you live more richly in those moments."
VOA: special.2009.06.28
We talked about mitosis last time; it's described more completely in the chapter, where two cells are formed from one.
我们上节课说到过有丝分裂,在那一章里更详细的阐释了,细胞是怎么由一生二的
And we'll talk about this more, so if this is not completely intuitive, we'll see why in a second.
关于这个我们将会讨论更多,所以如果这个不是完全凭直觉获知的,我们一会儿再来看看为什么。
And that's why, in many ways, largely, not completely but largely more of into the self-health movement.
所以在很多方面,大部分,不完全但大部分成为了自助运动。
So it`s sort of a key issue for children and for adults actually to make sure that When we use a software that has more than one language it has to be completely in each language.
所以无论对成人还是儿童来说,这都是关键问题,当我们使用一款宣称拥有多语种的软件时,必须确保它的每一种语言都是完整的。
But in this class we're gonna approach it in a completely different way, and learn a lot more about the film that, things that Hitchcock put in there.
但在这堂课上我们将要,从一个完全不同的角度来看这部电影,并从中学到很多希契科克,倾注到里面的东西。
At first there was doubt and controversy, which has completely gone away, as more and more examples of this writing have become available and scholars are now able, by and large, to be confident that they know what these things say.
开始的时候还充斥着质疑的声音,而现在已经无可争议,因为已经有,越来越多这样的文字出土,学者们现在,对辨认出这些东西的含义,相当有自信了
I mean, think of going out to a nice dinner, you're completely full, your body doesn't really need more calories necessarily, your stomach has had enough, and then the dessert cart comes by, or there are the mints on the way out of the restaurant or something.
我是说,比如出去享用一顿丰盛的大餐,你已经完全吃饱了,你的身体确实不再需要更多的能量,胃也填满了,这时甜品车经过身边,或者在出餐厅时门口时有人给你薄荷糖
Remember that when we're talking about 4s1, 3d10, that's one of those exceptions where a completely filled d orbital is more stable than we would expect.
回想上节课的内容我们知道,当我们讨论4s1,3d10,的时候,这是其中一个例外的情况,当,d,轨道全满的时候,电子排布要比我们想象的更加稳定。
These were very young scientists, of course, so what you would expect that they would do, which makes sense, is go to someone more established in their field, because they have the completely radical revolutionary idea, let's just run it by someone before we go ahead and publish this paper that makes this huge statement about this fourth quantum number.
他们是非常年轻的科学家,所以你们可以想象他们会怎么做,很自然的,他们去请教他们领域里更权威的人,因为他们的概念是彻底的革命性的,让我们在发表这个关于,第四个量子数的巨大的发现之前,先和别人讨论一下。
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