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Someone linked [1] an interesting tool in the replies: MagicTile - Geometrical and Topological Analogues of Rubik's Cube - http://roice3.org/magictile/

"If you want to try solving the Rubik's Cube this way, you should try @roice713's MagicTile. You can choose the Rubik's cube among hundreds of puzzles. The stereographic projection makes it look like the animation in this post."

[1] https://twitter.com/mananself/status/1595132523264167936



> The stereographic projection makes it look like the animation in this post.

Couldn't be further from the truth. The image in the tweet is a huge improvement over the stereographic projection.


It is the same thing, with two tiny changes:

1. different-size projected squares are replaced with same-size circles

2. the tweet's image puts the north pole on a corner; the projection on the upthread link puts the north pole on the face.

Keeping the corner at the north pole does make it easier to understand, but it's still a stereographic projection.


https://github.com/HactarCE/Hyperspeedcube enables you to solve 4D cubes, the exploded visualization is standard but I think it is pretty cool

here is it in action https://www.youtube.com/watch?v=FCvn9-JvXgY&list=PLKwXjCUFqO...


Mathologer video going in depth on MagicTile and Rubik's cube variants like Kleij Bottle.

https://www.youtube.com/watch?app=desktop&v=DvZnh7-nslo




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