Lonely Parrot
Regular
Those are the different cases. Some people use letters, I prefer terms, because they are easier to remember:
Headlights
Blinkers
Double Headlights
Bowtie
Chameleon
Sune
AntiSune
is how I remember them.
That site will be really confusing right now, because it has all the 43 cases. You only need to learn 9 algorithms right now.
Let me explain the difference between 2 Look and 1 Look:
There's eight different ways the corners can be oriented (meaning the ways they are twisted). Those are how I described above, along with an already solved one (where they are already all facing up).
There's six different ways the corners can be permuted (meaning where they are located in relation to each other). These are various swaps, swap top two corners, bottom two corners, left two corners, right two corners, diagonal swap, and finally already permuted correctly.
So, in order to do all of the corners with one algorithm (one look). You need an algorithm for each permutation case (6) within each orientation (8), so 48 algorithms. There are some that reflect symmetrically, which reduces the 48 down to 43.
However, we can do what's called "Two Look" CMLL. This means you will use one algorithm for orientation (twisting) and one algorithm for permuting (swapping). This means you only need to learn one alg for each of the 8 orientation cases (minus one, because it's already solved), and one alg for each of the 6 permutation cases (minus one, because it's already solved). However, for permutation, symmetry means you only need to learn two algorithms.
This reduces the amount of algorithms you need to learn from 43 down to 9. This is nice, but it also means you will have to apply two algorithms for each solve rather than one. Everyone learns 2-look CMLL first, and then expand into 1-Look when they are ready.
Ahh, thanks for explaining. So where can I get like some printable sheet with the tutorial on Roux and all the algorithms with images?