Has this been thought of before?

Anyone thought of doing metha 6co and 6cp in one look? How many algorithms would there be?
If there are 71 algs for 6CO, and 47 possible 6CP cases for each 6CO state, that leads to a total of 3337 algs, not including 6CO states that will lead to a lucky skip. Granted, there is probably more calcating needed than just 71 x 47, but ~3337 algs is the base answer. One-looking L6C (Last 6 Corners) could be, to some extent, possible, but pure 1LL6C is probably not practical nor efficient. I would rather suggest something more intuitive for metha, such as FB + FR/RB edges -> 6CO etc., which would be much more feasible. Hope this helps!
 
If there are 71 algs for 6CO, and 47 possible 6CP cases for each 6CO state, that leads to a total of 3337 algs, not including 6CO states that will lead to a lucky skip. Granted, there is probably more calcating needed than just 71 x 47, but ~3337 algs is the base answer. One-looking L6C (Last 6 Corners) could be, to some extent, possible, but pure 1LL6C is probably not practical nor efficient. I would rather suggest something more intuitive for metha, such as FB + FR/RB edges -> 6CO etc., which would be much more feasible. Hope this helps!
what if the dfr and dbr corners are orientated, how many algorithms would there be?
 
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