Never knew this website had so much CFOP Info... Thank you dude!

nice website!

In the Advanced Notation section, the animation doesn't work right. For instance, if you do 'M' you see that it turns the middle section toward you. But if you do 'y' first, then 'M' turns the wrong middle section.

If you send me the code I'll fix it for you, np!

Not sure if you still check on this but I had a question about the advanced notation... the x, y, and z rotations behave differently if the cube has already been rotated a different direction before. Should I be rotating it with respect to its original orientation or its current orientation? thanks

The animation is wrong. It should be rotating it with respect to its current orientation

Thanks.It helped me so much.

I was Wondering if a r2' is a notation? Im at my beginings so please be indulgent lol☺

Since 180º is the same in both directions (a half turn), R2' is the same as R2.

Yep

r2 is the same as r2´´ so it does not really matter in wich direction you turn the cube

Sorry if m'y question sourds stupide but im stratigraphie to l'urne and I was Wonder ingénieurs if a r2' is à notation..? Bécasse I dont see it gère it might not be....

r2 fais exactement la même chose que r2'.

Peut-être est-que possible que vous parlez français? R2' is a correct notation and it means turn the Right face twice anti-clockwise. Obviously this has the same effect as doing a R2, as it doesn't really matter which way you turn the face if it is through 180 degrees, but sometimes you do see R2' written in speedcubing algorithms because it might actually be faster to go anti-clockwise than clockwise! Great question!

XD je crois : sourd stupide...
xD

cool.

Cool cool cool.

Cool cool cool coool

Cool cool cool cool cool
Haha, beat that :)

Ok i will.
Cool cool cool cool cool cool
;)

I beat all of you.
Cool cool cool cool cool cool cool.

No idid cool cool cool cool cool cool cool cool cool

ez cool cool cool cool cool cool cool cool cool cool cool

CoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCool

CoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCool CoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCoolCool

Now beat this

Infini-Cool!!

It feels a bit strange how everyone has seemed to skip over "cool cool"... Therefore, cool cool.

cool coolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcool
beat this!

cool coolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcool lel

coolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcoolcool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interesting, i like the displays with the buttons.

Yeh same here. kinda fun.

What about those parenthesis or the red colored moves? like in (R U R' U') U' (R U R' U') (R U R'). What does that mean?

Parentheses = trigger

Trigger = a set of moves that is very easy to do quickly.

For example, the sexy move, which is R' U R' U'.

Many people find it much easier to read triggers when reading algorithms, as it gives them an idea on where to place there fingers whilst doing the algorithm

Now that's one hell of a sexy explanation! Thank you.

theryre callled triggers like for an examply you know the up left down right algorithem? well its a trigger that can be easier to reconnize so the allgorithem can be learned easier its not a new notation just the same thing

Huh. Wonder if this site is still active.

Is There a video from this site which can help me SpeedCube?

I'm afraid not - I created this site because I prefer text guides to video . I'm sure you can lots of suitable tutorials on YouTube though!

i find that text guide is more helpful than videos, thank you, your site is amazing.

you can try j perm on yt

This i not from this site but this video helped me out a lot! https://www.youtube.com/wat...

In the FaQ, it states that this was made because the creator prefers text guides over videos.
"Some things are just explained better in text."

I found this awesome video for intuitive F2l and I thought I would share it with this website;

https://www.youtube.com/wat...

The guy in the vídeo talk too much.....teaches nothing

When I read the Algorithms, I'm confuse for cw and ccw in difference side.

All the steps in an algorithm are clockwise unless indicated with a apostrophe :)

cxzfass

Great website. By the way, I think F' is commonly rendered in speaking as "ef prime" or, at best, "front prime", not "anti-front".

Just had to say, in the simulator where it shows you the x, y, z, x', y', and z' notation, it ALWAYS rotates the cube around a specific colour, and i cant find ANYTHING saying thats how it should be. all the youtube tutorials are like "yeah so with yellow on top, a y rotation would be clockwise around the yellow face!" BUT WHAT IF YELLOW ISNT FACING UP??? how can you possibly put rotations around specific faces in an algorithm when any number of colours could be in the slots in place of the example ones you have on the algorithms page?

Your algorithms were so helpful, thank you😊😊😊