Proof There’s 43,252,003,274,489,856,000 Rubik's Cube Combinations! 🤯

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Комментарии
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Am I the only who realized that 43 quintillion is less than 7.5 sextillion?

jamesdadabo
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Him:
So let me show you each combination

OrbitalDonutKSP
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Props to the guy who counted the sand.

mr.greenbricks
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by far the best loop I've ever seen

doctorsmiles
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That loop was so smooth

Edit: I did not expect this many likes

shelty
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Him: a rubix cube can be in 43 quintillion states
Me who knows there are only 50 states

weareprobablyinanarguement
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Bro that loop was so smooth I didnt know I Replayed the video

jeremiahderosas
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Just now I was calculating this in my note . Surprisingly when I entered the yt I found it as the 1st vid . I don't know how yt know that I was doing this at this time (It's real by the swear of god)

miniwizard
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NO WAY 2 VIDS IN ONE DAY?! THIS IS THE BEST DAY EVER!

pingdaping
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props to you cubehead for writing/typing all the digits accurately, good job

tubesgp
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I need a tutorial just to read the number 😂🤣

cartoonbox.
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That does not account for states that are functionally identical, meaning that you can rotate the cube in your hand to get from one to the other. This can roughly be compensated for by dividing the answer by 6.

MishaAbr
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Let's appreciate how much effort and humor are in his videos! Hope 1M Soon

g_patrick
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Very clean loop, I didn't even notice it at first!

AngelPlayz_II
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Dawg quintillion is less than sextillion 💀

vysteriousal
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It goes trillion quadrillion quintillion THEN sextillion so he lied there are more sand grains not rubix cube combinations

That_Hateable_Furry
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you don't use the center pieces of the core, so doing x, y, z rotations and their combinations counts as different positions, but we're talking about scrambles, so you just need to devide by 24

thesmilingbraniac
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My brain still trying to process the first thing you said 💀

MANFACE
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And a deck of cards can be in 86 duovingintillion different orders

jadinkllz
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Out of curiosity where did the divisor of 12 come from? It's something with group theory but I don't seem to have the exact intuition right now...

michaell