Then why did you bring it up?
Because it perfectly illustrates my point that despite being not too fast at pyraminx, I can still get the odd time that is near WR, despite clearly not deserving it. How was that not clear?
How about making a quick list of your problems with Skewb
- It's too simple.
- I don't think it would add anything to competitions other than another potential event available. In which case why arbitrarily choose skewb? No one has given any reason why skewb should be chosen over other events other than that there is a small population on speedsolving.com that wish for it to become official.
- It is going to become another event similar to magics, 2x2, and pyraminx, whereby records become meaningless (already argued what I mean by that, not going over it again).
- I am of the general belief that we should be reducing the number of official events, not adding more, especially with no reason other than a mild popularity.
I don't feel like thinking of more reasons now. This is really all I've been arguing for the whole time, although maybe because things have been so scattered it hasn't been all that clear.
No, the issue with sq-1 is that it suffers a bunch from a ridiculous amount of case variance. I've had times 1/3rd of my usual average simply by virtue of happening on a slightly sub-optimal way of solving cubeshape. You don't get that with better puzzles like 5x5 so it should be removed.
I will admit that is a bit of an issue, but overall it does not make much difference to someone that is good at square-1; probably my slowest cubeshape was sub4 when I practised, and I was never that great at square-1. Someone that is not so fast might get times undeserved of their ability, but those times would still not be near WR unless it was a case of an obscenely lucky scramble, which is a problem that should be eliminated with the random state scrambler. However I do admit that there are considerable variances in square-1 times which rely a lot on what I assume are fundamental qualities of the puzzle itself. I won't deny that perhaps an argument could be formulated to object to the recognition of square-1 single as an official record, and if that was shown I would also agree to that. I don't think there could be a good argument against square-1 average though, at least not if average was extended beyond 5 solves.