Noahaha
blindmod
This is really nothing special, but if you want a 1LLL, you might like it.
The concept is that you place the final pair where it can be inserted with R U' R' just like Winter Variation. WV is really awkward though, so I thought that it might be easier just to force a Sune or AntiSune ZBLL, for which you would only need 72 algorithms (if you're good at mirroring) for a 1LLL. This is what I found:
There are 4 simple ways to insert the final pair:
R U' R' (algA)
U R U2 R' (algB)
R U R' U' R U' R' (algC)
U R U' R' U R U2 R' (algD)
Out of the 27 corner cases,
6 - use algA to force a Sune or AntiSune ZBLL
1 - uses algA to reach PLL
5 - use algB to force a Sune or AntiSune ZBLL
1 - uses algB to reach PLL
3 - use algC to force a Sune or AntiSune ZBLL
1 - uses algC to reach PLL
3 - use algD to force a Sune or AntiSune ZBLL
1 - uses algD to reach PLL
This only covers 21 of the cases though. The remaining 6 cannot reach a PLL or Sune ZBLL using A, B, C or D, so there are a few options:
1. Use one of the following three algs:
algE: R U' R' U' R U R' U R U2 R'
algF: R U' R2 U' R U R' U R U2 R'
algG: R U' R U' R U R' U R U2 R'
These simply insert the pair and then apply a Sune to reach a Sune or AntiSune position.
2. Use your knowledge of the corner case to predict what OCLL it will be. So just apply case A and then without having to look apply an OCLL.
3. Use the WV case.
4. Also learn the Pi ZBLLs, as all 6 of these tricky positions can reach the Pi OCLL very easily.
5. Predict these cases earlier on in order to avoid them.
I think option 3 is the best, since 4 is just not worth it while 1 and 2 are not as efficient and option 5 would be very difficult since there is nothing very distinctive about these six cases.
I think that if someone got fast enough at the ZBLLs required, this is a pretty feasible 1LLL possibility, especially since the slowest of the 4 ways to insert the pair (algD) can be done in less than half a second.
If people are interested, I'll post my findings concerning which insert to use in which cases.
DISCLAIMER: I don't know much about ZBLL.
Can someone at least tell me how difficult the Sune/AntiSune cases for ZBLL are before I start learning them?
The concept is that you place the final pair where it can be inserted with R U' R' just like Winter Variation. WV is really awkward though, so I thought that it might be easier just to force a Sune or AntiSune ZBLL, for which you would only need 72 algorithms (if you're good at mirroring) for a 1LLL. This is what I found:
There are 4 simple ways to insert the final pair:
R U' R' (algA)
U R U2 R' (algB)
R U R' U' R U' R' (algC)
U R U' R' U R U2 R' (algD)
Out of the 27 corner cases,
6 - use algA to force a Sune or AntiSune ZBLL
1 - uses algA to reach PLL
5 - use algB to force a Sune or AntiSune ZBLL
1 - uses algB to reach PLL
3 - use algC to force a Sune or AntiSune ZBLL
1 - uses algC to reach PLL
3 - use algD to force a Sune or AntiSune ZBLL
1 - uses algD to reach PLL
This only covers 21 of the cases though. The remaining 6 cannot reach a PLL or Sune ZBLL using A, B, C or D, so there are a few options:
1. Use one of the following three algs:
algE: R U' R' U' R U R' U R U2 R'
algF: R U' R2 U' R U R' U R U2 R'
algG: R U' R U' R U R' U R U2 R'
These simply insert the pair and then apply a Sune to reach a Sune or AntiSune position.
2. Use your knowledge of the corner case to predict what OCLL it will be. So just apply case A and then without having to look apply an OCLL.
3. Use the WV case.
4. Also learn the Pi ZBLLs, as all 6 of these tricky positions can reach the Pi OCLL very easily.
5. Predict these cases earlier on in order to avoid them.
I think option 3 is the best, since 4 is just not worth it while 1 and 2 are not as efficient and option 5 would be very difficult since there is nothing very distinctive about these six cases.
I think that if someone got fast enough at the ZBLLs required, this is a pretty feasible 1LLL possibility, especially since the slowest of the 4 ways to insert the pair (algD) can be done in less than half a second.
If people are interested, I'll post my findings concerning which insert to use in which cases.
DISCLAIMER: I don't know much about ZBLL.
Can someone at least tell me how difficult the Sune/AntiSune cases for ZBLL are before I start learning them?
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