We had to say 'well,that is great. If you can get here that is fine, but we are shooting in Adelaide.' So once they jumped in, the film went to a new level and the fact that we had their support was huge."
VOA: standard.2010.02.15
We can never just have it there before us or, as I say, if we can--if we can--it's a very, very difficult act of concentration.
我们永远不能只面对着它,或者,要我来说,如果我们可以的话,那将需要高度集中注意力,这是很难的。
And then we can say, OK, if we have many constituents, what if we have a mixture of stuff?
然后我们可以问,如果我们有很多组分,那么我们把它们混合后会是怎么样?
And in this case we're going to look at silicone, and we'll say if you can point out to me which requires the least amount of energy.
这次我们要做的是关于硅的,我们来看看大家是不是,能够为我指出那一项需要消耗的能量最少。
Well, that's the case only, I say in conclusion, if we can distinguish between meaning and significance.
那么,那只能是这种情况,我总结性地说,如果我们能够区分开什么是意思什么是意义的话。
So if we asked you which of these two things is food, I can imagine what you'd say.
如果问你这两个中哪个是食品,我能想象你们的答案
It's almost as if we can hear Milton say, after he's given his own really quite elaborate display of allegorical poetry, "Thus Spenser relates, erring."
我们几乎可以听见弥尔顿在他,展示自己已经完备的寓言诗之后说,“因此关于斯潘塞的,都是错误“
We can say, we'd better say that you can have the very same personality even if some of the elements in your personality change.
我们可以认为,最好认为,即使你人格中的某些部分改变了,你拥有的还是同一个人格。
But some things seem to be indisputable, for instance, if I say we won the battle I can prove that to you most of the time.
但有些东西还是没有争议的,举个例子,我说我们赢得了战役,我可以证明这一点
So the instinct of many cabinet officers and other senior officials is "Boy, when we take this to the president, let's see if we can reach some sort of 4 compromise, you know, you say 2, I say 4, let's just go tell the president 3 that we've agreed on 3."
所以许多内阁官员,还有其他高层的领导人的本能都是,我们把这个给总统处理之前,先看看我们能不能各自让步,比如你说2,我说,我们就告诉总统,我们都同意“
So in this game if you just played it, it's quite likely you're going to end up uncoordinated, but if you have a little bit of leadership can say okay let's make sure this is where we coordinate, or let's make sure this is where we coordinate.
如果你们真的进行这个博弈的话,很可能就会协调失败,可是如果你有一点领导力的话,你可以说我们合作达成这个结果吧,或者我们达成这个结果也行
If we know that this is it the dissociation energy for a hydrogen atom, we can also say the bond strength for hydrogen molecule 424 is 424.
如果我们知道了这是一个氢分子的离解能,那么我们也可以说氢分子的键的强度,就是。
We might say, even if we are smart enough to build programs that can, by mechanistically following the program, do things we've never thought of.
我们或许说,即使我们非常聪明,可以编制些,能够机械地执行指令的程序,做一些我们从来没想到的事情
We can say that, but I wonder if it's possible even for these similes to convince us of the easy coexistence of these two incredibly important theological categories, free will and divine foreknowledge.
我们可以说,但是我还是怀疑,这些比喻是否能够,使我们相信如此这种两个太过于重要的相异点,即自由意志和神圣天命,之间的共存性。
So, we can say that -- if we have neon here and we want to think about what's isoelectronic, -- f minus would be isoelectronic. We also have oxygen -- what would the charge on oxygen be? Um-hmm, right. 2 minus.
那么,我们可以说--如果我们这里有氖原子,而我们想知道与它等电子的是什么,负一价的氟离子就是与它等电子的,我们还有氧-,氧应该是几价的?没错,负二价。
Well,this is all what we would say as soul theorists if we think souls can split.
这就是我们认为灵魂可分裂时,作为灵魂理论者的说辞。
But how can we say that if we accept the soul theory?
但若接受灵魂理论又怎么能这么说呢?
So even if we grant that what Socrates meant by invisible was can not be observed, we still have to say with Simmias , you know, fourth is just not true.
所以即使我们认同苏格拉底,指的无形是不能被感知,我们仍旧站在西米亚斯这边,第四点是不正确的。
If the body view adds the no branching principle, then we can say,look,in the case of this sort of splitting-- This example is known in the to philosophical literature as fission, like nuclear fission when a big atom splits into two.
如果肉体理论加入无分支原则,我们就能说,在这种分裂的情况下-,这种分裂在哲学文献中叫做裂变,就像原子一分为二的核裂变。
So what we can say is look at each of these separately, so if we start with looking at the 2 p z orbital, the highest probability of finding an electron in the 2 p z orbital, is going to be along this z-axis.
我们可以来分别看看这些图,首先来看看2pz轨道,在2pz轨道里,找到电子的最大概率,是沿着z轴。
So if we say that we have a 2 p orbital here, that means that we can have 2 how many different complete orbitals have a 2 for an n, and a p as its l value? three.
如果我们说这里有一个“2p“轨道,那就意味着我们有,多少完全不同的轨道对于n有一个,而且对于l值有一个p?3个。
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