The Infinite Combinations of the 4D Rubik's Cube

[@wesleytwiggs7687]

I’m gonna astral project real quick and blindsolve a 4D cube. Updates to follow.

[@JackCaiCubing]

Ayy hf

[@kiwiace4613]

petition to add 4D rubik's rube to the WCA

[@JackCaiCubing]

that'd be fascinating haha

[@luckythelucklesswolf1419]

physical 2^4 maybe, but the digital cubes? probably not, I can't imagine anything digital being in the WCA, and even for the 2^4 I doubt it'd be easy to regulate, because unlike in most other events, illegal moves are quite easy to do, and gyros could be mistaken for illegal moves, or maybe even vice versa

[@gloriaahn2795]

So fascinating

[@Enzo_1098]

we got Jack Cai math channel before gta6

[@RowanFortier]

Cool video! The "face pieces" are actually called Ridges. There's more names for pieces from the Wikipedia article called "Polytope". I also use Peak to describe the 3-coloured pieces on the 5D Rubik's Cube

[@JackCaiCubing]

Thanks! And ahhh yeh I think I saw that term before but I can't help but think of gts3m ridges instead of pieces 😂

[@vipro3228]

now we need an algorithm that goes through them all :)

[@JackCaiCubing]

😮

[@remybena5164]

I swear I understood that but there is noway I could explain it or do it myself lol😂😅

[@JackCaiCubing]

😂

[@mustafatawhid6052]

Starting from 0:24 to 0:27 he said the opposite

[@Brawler_1337]

Funny how you talk about the infinite combinations of a 4D Rubik’s Cube, but even 10^120 is still infinitely closer to 0 than infinity.

[@JackCaiCubing]

True haha

[@killhean5042]

You should put background music!

[@iwantedtohaveabigytnamepsi2007]

thanks for the video!

[@JackCaiCubing]

thanks for watching!

[@verybigboytree2763]

Try the physical 2×2×2×2 Rubik's cube

[@JackCaiCubing]

I should get my hands on one 🙌

[@danielnieuwenhuize8959]

That's too many

[@JackCaiCubing]

ikr

[@magicboy382]

Wait what Jack Cai is actually alive

[@JackCaiCubing]

Nah man I just came back out of my grave just for this video now imma return bye ⚰️⚰️⚰️

[@abhijeetghodgaonkar]

Yo

[@JackCaiCubing]

Yo

[@vorg_]

I can't even even solve a 2x2 but thanks, algorithm, this was fire.

[@JackCaiCubing]

Glad to hear!