Well, I'm not a probabilites expert, but let's try...
   
  You can't have just 1 or 3 or 5 or 7 corners correctly (or incorrectly) 
oriented. Always even numbers. So, assuming that the probability of one corner 
being oriented is 1/3, you have 1/9 of probability of having 2 correct corners. 
The probability of having 4 correct ones is 1/81. For 6 correct corners is 
1/729. And for all 8 corners correct is 1/6561. So, the probability of having a 
case like I had is 1/729. 
  I don't know what proportion of the solve it saved. People solve the cube BLD 
differently. I use commutators for solving the CO. Really don't know the 
proportion...: (
   
  Pedro

Bob Burton <[EMAIL PROTECTED]> escreveu:
  I would say that depends on what the probability of you having a case
as lucky as this is, and also what proportion of your solution it
saves.  Do you know this information?

--- In [email protected], "pedrosino1"
<[EMAIL PROTECTED]> wrote:
>
> I'm speaking specifically about BLD solving, but...
> 
> Yesterday I broke my PB for BLD solving. I scrambled with NetCube, 
> memorised, solved, and looked at the time: 2:24.08. Well, I was pretty 
> happy with that. But, during my solve, I had just 2 corners wrongly 
> oriented. So, technically, it's a lucky case. But I was thinking:
> I can be lucky on a competition...or not? If Oficcial World Records can 
> contain lucky cases, why not UWR can list them? Of course there are 
> cases that are *very* lucky, like skipping OLL or PLL, or having no 
> corners or no edges to orient (on BLD). But there are cases that are 
> just a bit lucky. So, why not listing them? And another thing: how is a 
> case defined as lucky to someone who uses Stefan's method?
> 
> Well, just my humble opinion, but...
> 
> Pedro
>






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