載入中...
相關課程

登入觀看
⇐ Use this menu to view and help create subtitles for this video in many different languages.
You'll probably want to hide YouTube's captions if using these subtitles.
Open Letter to Nickelodeon, Re: SpongeBob's Pineapple under the Sea : SpongeBob background designer's response: "OK, I guess the jig is up... I'm tired of living a lie." See his full message and pineapple redesign: http://kennypittenger.blogspot.com/2012/01/called-out.html P.S. http://youtu.be/sFTwc8kHSu4 For more on Fibonacci and Plants: http://youtu.be/ahXIMUkSXX0 For more snail: http://youtu.be/xbsAUq_nvxE
相關課程
分享
0 / 750
- Dear Nickelodeon, I've gotten over how Sponge Bob's
- pants are not actually square, I can ignore most of the time
- that Gary's shell is not a logarithmic spiral, but what I
- cannot forgive is that Sponge Bob's pineapple house
- is a mathematical impossibility!
- There's three easy ways to find spirals on a pineapple.
- There's the ones that wind up it going right, the ones
- that spiral up to the left, and the ones that
- go almost straight up. Keyword: almost.
- If you count the number of spiral going left, and the number
- of spirals going right, they'll be adjacent Fibonacci numbers.
- Three and five, or five and eight, eight and thirteen,
- or thirteen and twenty-one.
- You claim that that Sponge Bob square pants lives in
- a pineapple under the sea, but does he really?
- A true pineapple would have Fibonacci spirals, so
- let's take a look. Because these images of his house
- don't let us pick it up and turn it around and count
- the number of spirals going around it, it might be hard
- to figure out whether it's mathematically a pineapple or not
- but there's a huge clue in the third spiral, the one going upwards
- In this pineapple, there's eight to the right,
- thirteen to the left, you can add those numbers together
- to get how many numbers are in the set spiraling steeply upwards.
- In this case, twenty-one.
- The three sets of spirals in any pineapple are pretty much
- always adjacent Fibonacci numbers. The rare mutant
- cases might show Lucas numbers or something,
- but it will always be three adjacent numbers in a series
- What you'll never have is the same number of spirals
- both ways. Pineapples, unlike people, don't have bilateral
- symmetry. You'll never have the third spiral be not
- a spiral but just a straight line going up a pineapple.
- Yet, when we look at Sponge Bob's supposed pineapple
- under the sea, it clearly has lines of pineapple things going
- straight up. It clearly has bilateral symmetry.
- It clearly is not actually a pineapple at all because no
- pineapple could possibly grow that way.
- Nickelodeon, you need to take a long, hard look in the mirror
- and think about the way you're misrepresenting the
- universe to your viewers. This kind of mathematical
- oversight is simply irresponsible.
- Sincerely, Vi Hart.
留言:
新增一則留言(尚未登入)

初次見面
好像又更了解你一點了
要常常來找我玩喔!
(1/3) (2/3) (3/3)
我是均一小學的課程管家梨梨,會挑選最適合你的內容,讓梨梨更了解你吧!
你對哪些內容感興趣呢?(可複選)