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So, this raises kind of an interesting question in terms of what the difference is between these two cases, and we're talking about numbers of energy.
那么，到这里就出现了一个很有意思的问题,那就是下面这两种情况的区别在哪里？,当然我们关心的是能量的多少。
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Right. Another way of saying it is there isn't random assignment of the subjects to the two conditions in the study.
换种方式说,受试者并不是随机安排在,这个研究中的两种情况下。
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So, let's look at this in a more simple structure here where we have the two possible forms of benzene, and the reality is is that it's going to be some combination of the two.
让我们从一个更简单的结构,来看看这两种可能的苯环构型，实际情况,是这两个的组合。
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So the amount of output produced by the industry was somewhere between the case that would be under monopoly and under perfect competition.
亦即是行业产量,在某种程度上是介于,在垄断和完全竞争两种情况之间
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Who else can find a way of reconciling the reaction of the majority in these two cases?
还有谁能来为两种情况中,大多数人的不同选择作出合理解释？
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In either event, if I'm looking at the last element, I return.
在这两种情况中，如果是最后一个,元素的话我就返回。
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What does it mean that both of these elements have been retained here side by side? What is the phrase? The whole is greater than the sum of the parts. So keep that awareness.
同时保持这两种意识是什么意思呢，哪句话可以,概括这一情况，应该是“整体大于部分之和“,所以请时刻记住这点。
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They're supposed, there's a cooling happening in both cases.
两种情况下，气体都会降温。
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One or two cases, maybe just one actually, where I've got more than one article by the given author, I've given the title of the article as well.
一种或两种情况，也许实际只有一种，我不止找到该作者一篇文章，我也会给出文章的标题。
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Okay it looks like about a fairly even split which is interesting.
好,看来两种情况平分秋色,这很有意思
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Does that sound plausible that you could see the difference?
上面两种情况听起来似乎不太一样,可你真的看到了不同吗？
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But the difficulty is, if you take your left flank and move it out here so you can flank this guy, one of two things has to happen to your army.
但困难的是,如果你把左翼移到这里,你可以进攻敌人的侧翼,你的军队会面对下面两种情况
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I've seen both happen.
这两种情况我都见过
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So in both cases, no matter what the other person does, she receives a higher payoff from choosing Alpha, so she should choose Alpha.
这两种情况下,无论别人怎么选,她选α总能得到更好的成绩,所以她应该选α
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I need to hear from someone who was in the majority in both cases.
两种情况中都属多数派的人，你们是怎么想的。
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The lines will get shallower and eventually become horizontal and vertical respectively.
直线会变得更平缓,最后会分别变成水平和垂直两种情况
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How do you explain the difference between the two?
应该如何来解释这两种情况的区别呢？
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One reason this game is interesting from the point of view of economics, is this game lies between the two extreme cases that you learn about in your Intro Economics class.
从经济学角度看,这之所以有趣,是因为这个博弈介于,经济学导论的两种极端情况之间
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There are two ways you could reject a theory.
你可以在两种情况下拒绝接受一个理论。
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So, we can also get into a case where we have similar values in terms of absolute values of formal charge between two different molecules we're deciding between in their Lewis structures.
我们还可能遇到另外一种情况,那就是在我们需要进行,选择的两种路易斯结构中,形式电荷具有相似的绝对值。
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There are two things: you can have a cash account with them you put money into the cash account and you haven't bought shares with it yet; it's just sitting--it's like in a bank.
这里有两种情况,一种是你有现金账户,你将钱存进现金账户,但还没有买股票,仅仅是做储蓄,就像存在银行
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So I think it's a slightly different situation.
所以我认为这两种情况略有不同。
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When you add another asset, you do better when you have three assets, you do better than if you just had two because there's more diversification possible with three assets than with two.
当你增加一种资产，有三种资产的时候，投资组合的表现会比两种资产时更好,因为三种资产相比两种资产的情况,可选择的投资组合更多。
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You--By not randomly assigning people to these two conditions, you may be capturing just individual differences in the kind of person who, when there's a perfectly stable, safe, low bridge, says, "Huh uh. I won't want to go on that bridge.
如果两种情况下的受试者不是随机安排的，或许你所捕捉的,只是一类人中的个体差异，这类人，当看到一个更稳定，更安全，更低的桥，会说，“啊哈，我不走那座桥。
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So, these are two different definitions of how to think about atomic radius, but really what you find when these are measured is they come up with almost the identical values, so there are tables, you can look up of atomic radii and see these values, and you can trust them that, they work for both this definition and for this definition here, in most cases.
这就是,关于原子半径的两种不同的定义，但实际上你会发现按照这两种方法,测量出的值是相等的，因此有很多关于原子半径的表格，你可以通过查阅它找到这些值，你可以相信这些值，它们对于这两种定义都是适用的，在大多数情况下。
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In either case, I take that value and multiply back by two, if it was even I get back the original number, if it was odd, I'm not going to get back the original number, so I can just check to see if they're the same.
在两种情况中，我都把结果值,再乘以2，如果x是偶数我就,得到了原来的值，如果x是奇数那么就不会得到,原来的值，因此我看看得到的值,和原来的值相等不相等就可以了。
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Everything in between is strategic.
介于这两种情况之间的就是策略形势
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In both cases we're taking an electron out of the 2 s orbital.
在这两种情况下，我们都拿走了一个，2s，电子。
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