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And then the person who actually plugs in all the numbers and gets the right number will get ten.
对于那些人,他们加了所有的数,并且得到正确的结果，将会得到十分。
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And frankly it would be incredibly time-consuming and tedious for me, to count this room full of people old school style-- 1, 2, 3 and so forth.
坦白说，按学校的老办法一个人一个人的数,1个，2个，3个……,对我来说极其费时费力。
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There are groups of people who have studied the impact of Trans fats on health for a number of years.
有些人已对反式脂肪,对健康的影响进行了数年的研究
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So numbers bigger than 67 seem pretty crazy choices, but crazy isn't the word I'm looking for here.
那些选大于67数的人看起来挺傻的了,但他们傻不傻不是我们要关心的问题
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But in this next passage, which is Numbers 11, Moses is the one who is impatient with the Israelites' constant complaints and lack of faith, and he's ready to throw in the towel.
但在下一篇《民数记》11中，摩西成为了那个对犹太人不停的抱怨，缺乏信仰,没有耐心的人，他准备认输。
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just like the line numbers in any modern edition of Milton that's been produced for the likes of you, for the consumption of college English majors.
跟现在版本的弥尔顿诗歌标有行数一样,这是为像你们这样喜欢弥尔顿的人而印上的，还有大学里英语系的学生们。
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And he does the same thing, in fact, to those around him, famously to his lover, Maude Gonne, who becomes Helen of Troy in "No Second Troy"and in other poems.
他也这样表现他周围的人，著名的就要数他的爱人，昴德·冈昂，她在没有第二个特洛伊,和其他诗歌中化身为海伦。
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But now, it has come to light that they are the ones that do get credit for first really coming up with this idea of a spin quantum number, and it's interesting to think about how the politics work in different discoveries, as well as the discoveries themselves.
但现在我们,知道他们是,最先想出自旋量子数,这个概念的人，看各种发现中的,政治学是十分有趣的，和发现本身一样有趣。
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But we might then wonder, for every person who gets less than the average amount of life-- suppose we take the median, take the amount of life that's exactly, 50 percent of the people get more, 50 percent of the people get less.
但是接着我们可能会想，对于所有活得比平均寿命要短的人-,假设我们取中间数，相对于平均寿命，刚好五成的人活得更长，五成的人活得更短。
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What can we say about those choices, those strategies 67 and above, bigger than 67, 68 and above?
那些选择大于67的数的同学,如选68及以上的人怎么来评价呢
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We know no one's going to choose 68 and above, so we can just forget them.
我们知道没人会选择68及以上的数,所以可以忽略它们
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So, in particular, there's something about these strategy choices that are greater than 67 at any rate.
还有,有一些人选择了,大于67的数
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So it looks like a lot of - well we're going to find out, we're going to count--but a lot more Alpha's than Beta's.
我们来数一下,确认一下,选α的人要远远多于选β
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Each of your names is on this spreadsheet and the number you chose.
你们每个人的名字和所选数都在这里
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I chose 22 because I thought that most people would play the game dividing by two-thirds a couple of times, and give numbers averaging around the low 30's.
我选了22因为我想大多数人在游戏中,可能会多次求平均数的2/3,最后会得出30以下的数
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So we know no one's choosing any strategies above 45.
所以我们知道没人会选择大于45的数
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No one is going to choose a number over 50.
没有人会选择超过50的数
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So, you can understand they really felt quite confident at this time that we could explain everything that was going on and in fact, a really telling quote from the time was said by a professor at the University of Chicago, and what he said is, "Our future discoveries must be looked for in the sixth decimal place."
所以你可以理解,为什么当时的人那么,自信的说我们可以解释,这世界上发生的一起事情,事实上，当时有个著名的名言,是芝加哥大学的一个教授说的,他说“我们今后的科学发现,就在于弄清楚小数点第六位后的数，“
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I can't count correctly, 1, 2, 3, 4, 5, 6, is he actually the center guy here?
我可能数错了,123456,他是这行最中间的那个人吗
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the winner is the person whose number is closest to 2/3 times the average The winner will win $5 minus the difference in pennies between her choice and that two-thirds of the average."
所选数字最接近2/3倍平均数人是赢家,赢家的奖金是5美元减去,所选数和平均数三分之二之差的百分数
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Because I thought everyone was going to be around like the 45 range because 66 is two-thirds, or right around of 100, and they were going to go two-thirds less than that and I did one less than that one.
因为我想每个人都会选45左右的数,因为66约等于一百的2/3,而大家会选比那小的,我就选了更小的数
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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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How many of you, excluding the people who chose 1 last time, how many of you chose a number that was lower than the number you chose last time?
出了上次选1的人,多少人选了比你,上次选择的数还低的数字
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would have been the winning answer had everyone assumed that the average would have been constantly compounded down to 1, but since a couple of people chose the, I mean not incorrect answers, but the higher averages, then it was pushed up to 13.
如果大家都认为,平均数会一直下降到1的话,1应该是最终的答案,但是由于一部分人选择了,并不是说是错误的,但是却高于平均值的数,就把平均数推高到了13
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Notice that once we've deleted the dominated strategies, you know I had said before about four people chose this strategy, and in here, about four people chose this strategy, but in this range 30 through 45, I had lots of people.
注意,一旦我们剔除了劣势策略,我们已知有四人选择了,在45到67之间的数,但是选择30到45的有不少
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So I think I can safely say that most people had the right idea and were counting quickly, 3 though I have a feeling that some people who wrote 13 might have forgotten about those 4 f, the 4 f electrons.
我认为我可以放心地说,大部分人的想法都是对的,数得也很快，只是我感觉不少选，13，的人都是因为3,忘了，4，f，4，f，电子。
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