Different ways of knowing
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0:00 - 0:02I'm a savant,
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0:02 - 0:04or more precisely,
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0:04 - 0:06a high-functioning
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0:06 - 0:08autistic savant.
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0:08 - 0:10It's a rare condition.
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0:10 - 0:13And rarer still when accompanied,
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0:13 - 0:15as in my case,
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0:15 - 0:17by self-awareness
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0:17 - 0:20and a mastery of language.
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0:20 - 0:23Very often when I meet someone
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0:23 - 0:25and they learn this about me,
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0:25 - 0:28there's a certain kind of awkwardness.
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0:28 - 0:31I can see it in their eyes.
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0:31 - 0:34They want to ask me something.
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0:34 - 0:36And in the end, quite often,
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0:36 - 0:39the urge is stronger than they are
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0:39 - 0:41and they blurt it out:
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0:41 - 0:43"If I give you my date of birth,
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0:43 - 0:45can you tell me what day of the week I was born on?"
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0:45 - 0:48(Laughter)
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0:48 - 0:51Or they mention cube roots
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0:51 - 0:55or ask me to recite a long number or long text.
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0:55 - 0:57I hope you'll forgive me
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0:57 - 1:00if I don't perform
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1:00 - 1:04a kind of one-man savant show for you today.
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1:04 - 1:07I'm going to talk instead
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1:07 - 1:09about something
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1:09 - 1:11far more interesting
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1:11 - 1:14than dates of birth or cube roots --
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1:14 - 1:16a little deeper
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1:16 - 1:19and a lot closer, to my mind, than work.
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1:19 - 1:21I want to talk to you briefly
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1:21 - 1:24about perception.
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1:24 - 1:27When he was writing the plays and the short stories
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1:27 - 1:29that would make his name,
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1:29 - 1:32Anton Chekhov kept a notebook
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1:32 - 1:34in which he noted down
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1:34 - 1:36his observations
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1:36 - 1:38of the world around him --
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1:38 - 1:40little details
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1:40 - 1:43that other people seem to miss.
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1:43 - 1:46Every time I read Chekhov
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1:46 - 1:50and his unique vision of human life,
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1:50 - 1:52I'm reminded of why I too
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1:52 - 1:54became a writer.
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1:54 - 1:56In my books,
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1:56 - 1:58I explore the nature of perception
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1:58 - 2:01and how different kinds of perceiving
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2:01 - 2:03create different kinds of knowing
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2:03 - 2:06and understanding.
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2:08 - 2:10Here are three questions
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2:10 - 2:12drawn from my work.
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2:12 - 2:14Rather than try to figure them out,
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2:14 - 2:17I'm going to ask you to consider for a moment
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2:17 - 2:19the intuitions
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2:19 - 2:21and the gut instincts
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2:21 - 2:23that are going through your head and your heart
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2:23 - 2:26as you look at them.
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2:26 - 2:29For example, the calculation:
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2:29 - 2:31can you feel where on the number line
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2:31 - 2:34the solution is likely to fall?
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2:34 - 2:37Or look at the foreign word and the sounds:
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2:37 - 2:39can you get a sense of the range of meanings
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2:39 - 2:42that it's pointing you towards?
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2:42 - 2:45And in terms of the line of poetry,
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2:45 - 2:47why does the poet use the word hare
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2:47 - 2:50rather than rabbit?
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2:51 - 2:53I'm asking you to do this
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2:53 - 2:57because I believe our personal perceptions, you see,
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2:57 - 2:59are at the heart
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2:59 - 3:01of how we acquire knowledge.
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3:01 - 3:03Aesthetic judgments,
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3:03 - 3:06rather than abstract reasoning,
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3:06 - 3:08guide and shape the process
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3:08 - 3:11by which we all come to know
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3:11 - 3:13what we know.
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3:13 - 3:16I'm an extreme example of this.
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3:16 - 3:19My worlds of words and numbers
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3:19 - 3:21blur with color, emotion
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3:21 - 3:23and personality.
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3:23 - 3:25As Juan said,
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3:25 - 3:28it's the condition that scientists call synesthesia,
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3:28 - 3:30an unusual cross-talk
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3:30 - 3:33between the senses.
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3:36 - 3:38Here are the numbers one to 12
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3:38 - 3:40as I see them --
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3:40 - 3:44every number with its own shape and character.
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3:44 - 3:46One is a flash of white light.
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3:46 - 3:51Six is a tiny and very sad black hole.
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3:51 - 3:54The sketches are in black and white here,
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3:54 - 3:56but in my mind they have colors.
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3:56 - 3:58Three is green.
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3:58 - 4:00Four is blue.
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4:00 - 4:03Five is yellow.
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4:05 - 4:07I paint as well.
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4:07 - 4:10And here is one of my paintings.
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4:10 - 4:14It's a multiplication of two prime numbers.
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4:14 - 4:16Three-dimensional shapes
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4:16 - 4:19and the space they create in the middle
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4:19 - 4:21creates a new shape,
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4:21 - 4:24the answer to the sum.
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4:24 - 4:26What about bigger numbers?
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4:26 - 4:30Well you can't get much bigger than Pi,
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4:30 - 4:32the mathematical constant.
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4:32 - 4:34It's an infinite number --
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4:34 - 4:36literally goes on forever.
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4:36 - 4:38In this painting that I made
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4:38 - 4:42of the first 20 decimals of Pi,
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4:42 - 4:44I take the colors
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4:44 - 4:47and the emotions and the textures
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4:47 - 4:49and I pull them all together
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4:49 - 4:54into a kind of rolling numerical landscape.
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4:54 - 4:57But it's not only numbers that I see in colors.
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4:57 - 4:59Words too, for me,
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4:59 - 5:01have colors and emotions
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5:01 - 5:03and textures.
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5:03 - 5:05And this is an opening phrase
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5:05 - 5:07from the novel "Lolita."
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5:07 - 5:11And Nabokov was himself synesthetic.
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5:11 - 5:13And you can see here
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5:13 - 5:16how my perception of the sound L
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5:16 - 5:18helps the alliteration
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5:18 - 5:21to jump right out.
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5:21 - 5:23Another example:
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5:23 - 5:25a little bit more mathematical.
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5:25 - 5:27And I wonder if some of you will notice
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5:27 - 5:29the construction of the sentence
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5:29 - 5:32from "The Great Gatsby."
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5:33 - 5:36There is a procession of syllables --
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5:36 - 5:38wheat, one;
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5:38 - 5:40prairies, two;
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5:40 - 5:43lost Swede towns, three --
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5:43 - 5:45one, two, three.
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5:45 - 5:49And this effect is very pleasant on the mind,
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5:49 - 5:51and it helps the sentence
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5:51 - 5:54to feel right.
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5:54 - 5:56Let's go back to the questions
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5:56 - 5:59I posed you a moment ago.
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5:59 - 6:0264 multiplied by 75.
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6:02 - 6:05If some of you play chess,
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6:05 - 6:07you'll know that 64
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6:07 - 6:10is a square number,
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6:10 - 6:12and that's why chessboards,
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6:12 - 6:14eight by eight,
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6:14 - 6:17have 64 squares.
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6:17 - 6:19So that gives us a form
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6:19 - 6:22that we can picture, that we can perceive.
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6:22 - 6:25What about 75?
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6:25 - 6:27Well if 100,
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6:27 - 6:30if we think of 100 as being like a square,
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6:30 - 6:3375 would look like this.
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6:33 - 6:35So what we need to do now
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6:35 - 6:37is put those two pictures
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6:37 - 6:39together in our mind --
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6:39 - 6:42something like this.
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6:42 - 6:4664 becomes 6,400.
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6:46 - 6:50And in the right-hand corner,
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6:50 - 6:52you don't have to calculate anything.
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6:52 - 6:54Four across, four up and down --
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6:54 - 6:57it's 16.
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6:57 - 6:59So what the sum is actually asking you to do
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6:59 - 7:01is 16,
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7:01 - 7:0416, 16.
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7:04 - 7:06That's a lot easier
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7:06 - 7:09than the way that the school taught you to do math, I'm sure.
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7:09 - 7:11It's 16, 16, 16, 48,
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7:11 - 7:134,800 --
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7:13 - 7:154,800,
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7:15 - 7:18the answer to the sum.
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7:18 - 7:20Easy when you know how.
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7:20 - 7:23(Laughter)
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7:23 - 7:26The second question was an Icelandic word.
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7:26 - 7:29I'm assuming there are not many people here
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7:29 - 7:31who speak Icelandic.
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7:31 - 7:34So let me narrow the choices down to two.
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7:36 - 7:38Hnugginn:
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7:38 - 7:40is it a happy word,
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7:40 - 7:42or a sad word?
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7:42 - 7:44What do you say?
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7:45 - 7:47Okay.
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7:47 - 7:49Some people say it's happy.
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7:49 - 7:51Most people, a majority of people,
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7:51 - 7:53say sad.
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7:53 - 7:57And it actually means sad.
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7:57 - 8:00(Laughter)
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8:00 - 8:03Why do, statistically,
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8:03 - 8:05a majority of people
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8:05 - 8:07say that a word is sad, in this case,
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8:07 - 8:10heavy in other cases?
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8:10 - 8:13In my theory, language evolves in such a way
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8:13 - 8:15that sounds match,
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8:15 - 8:18correspond with, the subjective,
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8:18 - 8:20with the personal,
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8:20 - 8:22intuitive experience
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8:22 - 8:24of the listener.
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8:25 - 8:28Let's have a look at the third question.
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8:29 - 8:32It's a line from a poem by John Keats.
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8:32 - 8:35Words, like numbers,
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8:35 - 8:38express fundamental relationships
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8:38 - 8:40between objects
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8:40 - 8:42and events and forces
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8:42 - 8:44that constitute our world.
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8:44 - 8:47It stands to reason that we, existing in this world,
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8:47 - 8:49should in the course of our lives
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8:49 - 8:52absorb intuitively those relationships.
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8:52 - 8:55And poets, like other artists,
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8:55 - 8:58play with those intuitive understandings.
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8:58 - 9:01In the case of hare,
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9:01 - 9:03it's an ambiguous sound in English.
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9:03 - 9:06It can also mean the fibers that grow from a head.
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9:06 - 9:08And if we think of that --
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9:08 - 9:10let me put the picture up --
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9:10 - 9:13the fibers represent vulnerability.
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9:14 - 9:17They yield to the slightest movement
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9:17 - 9:20or motion or emotion.
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9:20 - 9:24So what you have is an atmosphere
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9:24 - 9:26of vulnerability and tension.
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9:26 - 9:28The hare itself, the animal --
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9:28 - 9:31not a cat, not a dog, a hare --
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9:31 - 9:33why a hare?
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9:33 - 9:35Because think of the picture --
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9:35 - 9:37not the word, the picture.
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9:37 - 9:39The overlong ears,
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9:39 - 9:41the overlarge feet,
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9:41 - 9:44helps us to picture, to feel intuitively,
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9:44 - 9:47what it means to limp
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9:47 - 9:50and to tremble.
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9:50 - 9:52So in these few minutes,
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9:52 - 9:54I hope I've been able to share
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9:54 - 9:57a little bit of my vision of things
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9:57 - 10:00and to show you
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10:00 - 10:03that words can have colors and emotions,
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10:03 - 10:06numbers, shapes and personalities.
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10:06 - 10:08The world is richer,
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10:08 - 10:10vaster
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10:10 - 10:13than it too often seems to be.
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10:13 - 10:16I hope that I've given you the desire
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10:16 - 10:19to learn to see the world with new eyes.
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10:19 - 10:21Thank you.
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10:21 - 10:32(Applause)
- Title:
- Different ways of knowing
- Speaker:
- Daniel Tammet
- Description:
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Daniel Tammet has linguistic, numerical and visual synesthesia -- meaning that his perception of words, numbers and colors are woven together into a new way of perceiving and understanding the world. The author of "Born on a Blue Day," Tammet shares his art and his passion for languages in this glimpse into his beautiful mind.
- Video Language:
- English
- Team:
closed TED
- Project:
- TEDTalks
- Duration:
- 10:33
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