4-Dimensional Rotation
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Projecting Euclidean 3D space onto the hypersphere, and rotating that Non-Euclidean space in 4-dimensions. Read more about it here: http://spacesymmetrystructure.wordpress.com/2008/12/11/4-dimensional-rotations/
Comments
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Do that with an Ctulhu model.
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Yes, all this is alright, but where are the balls?!
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Ia Ia Cthulhu Fthagn!
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try it while on drugs
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What you get after such a rotation should be a mirrored horse, right? With all the internal organs in opposite places etc
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You were a horse once! A horse!
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Trippy...
Why am I making an assignment about that? -
Okay. I'd have to think about what is actually happening, but okay. What's funny is earlier today in school, we were making combinations of attachable cubes, and making a whole bunch that we couldn't rotate to get another one we already made. There was this combination I didn't like because I knew that I could flip it through the FOURTH dimension to get one we've already had, but not through the third-so I thought it shouldn't count.
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That's disturbing
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AAAAAAAAAAAAAAAAAAAAAAAAAAAA
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Dude. You just got to make more of these. This is far more understandable and mesmerizing than a hypercube.
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now I've seen everything.
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Guys do you know what this means? ACID HAS SHOWN US THE FOURTH DIMENSION!
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IMO it's not correct since: rotating a square from the flat 2D in the space (3D) makes a line quarter-way then half-way you see the mirrored square. Now rotating in 4D should look like the horse becomes a flat plane, then itself with the difference of being mirrored. Am I right?
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That's enough drugs for today...
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But how does it work?
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Lemme know if theres a game that plays this way from the first person eventually thats actually well made.
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Way cooler than any hypercube.
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Did Ed and Rolf do a reggae cover of That's My Horse, or something?
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Wow, that's one PHAT HOARSE !
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