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My friend said this was Japanese binding, the way that books open from left to right, backwards.
我的朋友说这是日式缝书法，书页是从左翻到右的。
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Again, this is a right-handed centric thing but if you're right-handed, language on the left, math and music on the right.
重申一遍,这是以右利手为基础的研究结论,如果你是右利手,那么语言功能便定位于左半球,而数学运算与音乐则定位于右半球
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For example, I could believe that it's twice as likely that the person's going to choose Left as Right.
比方说,我可能认为对手选左的可能性,是选右的可能性的2倍
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- Parses through them, which means to read through this-- what are really just text files, top to bottom, left to right.
从语法上分析它们，这就是说要阅读它-,实际上是一个文本文件，从上到下，从左到右。
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These are the tails of the distribution, this is the right tail and this is the left tail.
这里是这个分布的尾部,这是右尾,这是左尾
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Even though the graph is going up and down, the object is moving from left to right.
虽然图上曲线是上下波动,但是物体是由左向右移动的
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Alternatively,it might have been that Righty woke up, but Lefty doesn't wake up,doesn't survive the operation.
或者是，醒来的是小右，而小左没能熬过手术，再也没醒来。
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Let's create a graph here that on the x axis it's going to be time, so time zero will be when you first take in a food and then one hour later, two hours later will be shown as you go from left to right, and then we'll have blood glucose level up on the y axis.
我们在这建立一个曲线图,X轴代表的是时间,所以零时间点是你第一次进食的时间,然后一小时以后,两小时以后,是从左到右呈现在图表上的,在Y轴上是你的血糖值
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Those of you who are right-handed, which comprises about nine out of ten people, have language in your left hemisphere.
大约九成的人,都是右利手,他们的语言功能定位于左半球
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How many people here are sort of complicated, ambidextrous, don't know, "Bit of the right, bit of left" people?
有多少人是有些不确定,左右都行,说不清,"时左时右"
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For example, I might believe that it's equally likely that they choose Left and Right, is that right?
举个例子吧,我可能认为他选择,左和右的可能性是相同的,对吗
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What probabilities are associated with thinking it's twice as likely they're going to choose Left than Right?
那么在选左是选右的可能性的二倍时,选择每个策略的概率是多少呢
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And we know that Down does best if I think it was equally likely that the person was going to choose Left and Right.
我们还知道如果我们认为对手,选左或者是右的可能性相同的情况下,下是此情况下最好的策略
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What about my expected payoff from choosing Middle against , so in this case where I think it's equally likely that my opponents going to choose Left or Right?
那我在情况下,选中的预期收益是什么呢,在此情况下我依然认为,对手选左选右的可能性相同
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We could say,well,it's Lefty and not Righty.
我们能说，是小左而不是小右。
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Probability is 0 of their choosing Right is the same as saying they choose Left, so that my payoff from Up against that is given by the top box up there, I get 5.
如果对手选右的概率是0,其实就是说他们会选左,因此此情况下我选上的收益,从上面的矩阵看,我的收益是5
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And similarly,of course,there's nothing in the body view to make us say that Righty is Shelly Kagan and Lefty isn't.
同样的，肉体理论也没有标准,让我们能说小右是Shelly，Kagan而小左不是。
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All of you chose Down, but Up does best against Left and Middle does best against Right.
你们都选择下,可是选上是左的最佳对策,而选中是右的最佳对策
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It could be, they're twice as likely to choose Left as Right.
这也可能啊,选左可能性是右的2倍
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If I thought there was 2/3 probability they'd choose Left and 1/3 probability they'd choose Right, then I think it's twice as likely they're going to choose Left, and I could redo this calculation.
如果你觉得对手选左的可能性是2/3,而选右的可能性是1/3,即对手选左的可能性是右的2倍时,我们再重新计算一下
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So there's no reason to say that Lefty is Shelly Kagan and Righty isn't.
所以没理由说小左是Shelly，Kagan而小右不是。
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There's no good reason to say Righty is Shelly Kagan and Lefty isn't.
也不能说小右是Shelly，Kagan而小左不是。
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It's the safer answer if you can't decide whether or not your opponent's going to choose Left or Right, so you don't have to worry about having a payoff of 0.
当你无法判断你的对手会选左还是右时,选下是较安全的答案,因此你不必担心收益变成0
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So if the other person's choosing Right with probability 0, that's the same as saying they're going to choose Left, and if I chose Middle against Left, I get what?
如果对手选右的概率是0,也就是说对手选左,此时我选中的收益是什么
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