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4d animation

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Uploaded by on Jul 22, 2006

4次元リサージュ図形の回転

x=sin(11t)cos(17t)
y=sin(11t)sin(17t)
z=cos(11t)
u=sin(11t)
0≦t≦2PI

Category:

Film & Animation

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License:

Standard YouTube License

  • likes, 262 dislikes

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Top Comments

  • IF the object is 4D its shadow should have been a 3D

  • Awesome animation but my brain just melted and now there's nobody to clean up the mess! ;P

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All Comments (3,219)

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  • You can't make 4D animations because our computers don't have it and we only really have it in theory.

  • If it was 4d it would be smacking you in the face.

  • @chetanwithlove Ah you miss something. This is just a 3D representation of a 4D object also known as a tesseract. It does not have a #D shadow because it is in 3D itself.

  • @chetanwithlove the object you see is the 3D shadow of a 4D object projected onto a 2D screen :P so actually it does show the shadow :P

  • i need  4d glasses

  • @chetanwithlove a 3-d shadow????????? i cant even imagine that

  • @SystemsLock But isn't actual 3-D. They use shading and roundness to similate 3-D... which seems logicall now to say well why can't you use a similar technique to make 4-D, and thats because the fourth dimension doesn't run on simple principals like this. We can't really imagine what a 4-D would look like. And this is simply a very well rendered 3-D animation. As well as what Chetanwithlove said, the shadow would have to be in 3-D which isn't true either.

  • @Thripd If you wanted to truly see in 3D (to infer 4D) you would have to see in all directions from all points. A good analogy is to look at a square from its side (you should see only a line). Then, more your perspective so you see the square from the top down (you should see the whole square). By doing so you have gained the ability to see the "insides of the square" and are thus viewing all 2D points simultaneously.

  • @Thripd Having two eyes aid in our ability to see 3D but it is not required. Your computer monitor only displays one image to both eyes yet it is still possible to play 3D video games or look at 3D objects.

  • @NickMinaj69 That's like saying you can't express 3D in a 2D environment. Yet you can play Call of Duty on your 2D TV screen all the time.

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