Kolraz
Regular
- Joined
- Dec 4, 2007
- Messages
- 188
- Location
- Durham, United Kingdom
- WCA ID
- 2008WHIT01
- YouTube
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Hiya everyone.
I thought it was time i began to learn plls to start a 3 look last layer. I have decided to use cubewhiz (run by bob burton). I am having trouble with what he says on how to distinguish between cases 1 and 2.
"In cases #01 and #02, I first AUF (adjust the U-face) until the "corner block" is permuted. By corner block, I mean that there is a corner and the two edges adjacent to it belong adjacent to it. Since this is very similar to case #18, i check to see that the two stickers next to the corner block are the same color (if they are not, then this is case #18). To distinguish between the two cases, I look at both sides of the corner block. I rotate the cube so that whichever of those sides shows the sticker of a corner that belongs opposite along the diagonal of where it is located. I use that as an indicator for which algorithm to use. For example, if there is a solved blue-red corner block, and the rightmost sticker on the red side is orange, then I know I have Case #01. Case #03 is obvious to recognize because there are no 1x1x2 (or larger) blocks. Thus, I just AUF to permute any edge (the other three will be permuted by default), and rotate the cube to match the diagram below."
Has anyone got an easier way to explain this because i just dont understand how i can recognise the cases quickly with this explanation.
I thought it was time i began to learn plls to start a 3 look last layer. I have decided to use cubewhiz (run by bob burton). I am having trouble with what he says on how to distinguish between cases 1 and 2.
"In cases #01 and #02, I first AUF (adjust the U-face) until the "corner block" is permuted. By corner block, I mean that there is a corner and the two edges adjacent to it belong adjacent to it. Since this is very similar to case #18, i check to see that the two stickers next to the corner block are the same color (if they are not, then this is case #18). To distinguish between the two cases, I look at both sides of the corner block. I rotate the cube so that whichever of those sides shows the sticker of a corner that belongs opposite along the diagonal of where it is located. I use that as an indicator for which algorithm to use. For example, if there is a solved blue-red corner block, and the rightmost sticker on the red side is orange, then I know I have Case #01. Case #03 is obvious to recognize because there are no 1x1x2 (or larger) blocks. Thus, I just AUF to permute any edge (the other three will be permuted by default), and rotate the cube to match the diagram below."
Has anyone got an easier way to explain this because i just dont understand how i can recognise the cases quickly with this explanation.