Alternative to metha 6co and 6cp.

Bttyx

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What if you orient the dfr and dbr corners before solving the rest of the corners instead of doing 6co then 6cp? How many algorithms would that be?
 
also I want to see the steps explained in the most sophisticated way imaginable

edit: please
the fact that u edited it just to add please shows the social construction of freedom drifting away during the stage of adolescence through puberty. This is symbolic of the stages that teenagers go through and that the freedom of childhood is neverlasting. Alpha skibidi sigma rizz we're cooked and its joever.
 
Last edited:
the fact that u edited it just to add please shows the social construction of freedom drifting away during the stage of adolescence through puberty. This is symbolic of the stages that teenagers go through and that the freedom of childhood is neverlasting. Alpha skibidi sigma rizz were cooked and its joever.
I guess that’s a unique way of saying that I am trying to be respectful

also what’s the brain rot part supposed to mean
 
If I’m correct, you want to orient both of the remaining corners for the d layer so you’re left with 4co and 6cp. Or you want to place them in the d layer, then do ocll and 6cp. Either way, existing Mehta variants are already faster. For the first variation, doing 6CO is already very fast, and orienting two corners first would be kind of useless and slower, mainly because you’re solving less pieces and increase the amount of looks (more recog time). For the second one, if you’re orienting and placing them on the d layer, then just learn DCAL (down corners after ledge), which is that but it also permutates those corners. That leaves CDRLL and L5EP or JTLE and PLL. If you don’t know what those are, go to the Mehta website.
In conclusion, Mehta is already a very good (imo, the best) method, and it’s fully optimized. While this variant may be helpful in making it easier to learn Mehta OS, it is likely not faster (unless I completely misunderstood your idea. If so, I’m sorry).
 
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