hey i said that is there any 4x4 BLD Tutorial and textbased one?..... no any answer :/
hey i said that is there any 4x4 BLD Tutorial and textbased one?..... no any answer :/
So in one week, IŽll get back home and IŽll try 4x4x4 and 5x5x5 blindfolded for the first time with the third method I learned, so, hope IŽll get it !
I've solved maybe five 444 blindfolded, my best is 9:22 and now I noticed that I've got problems with centers. I solve centers with U2 method and it's very nice, because it's so easy to understand. But I have to use inner slices all the time so my execution time is very long. I start after memo at 4 minute and I end it probably at 8 :/ It is TOO LONG. Maybe it is better to do L Lw' instead of l' ? How do you execute with U2?
I agree - 4 minutes just for centers isn't ideal. Consider using comms. Move count gets halved that way![]()
I've only just started working towards 4BLD and I found that comms for centers are not that hard.
It helps a little when you already know commutators though.
Two good resources:
- Mike's write up on big cube BLD centers
- Daniel's Youtube tutorial
This is a discussion, right?
http://en.wikipedia.org/wiki/Daniel_Tammet
I just realized Daniel Tammet would be amazing at big cubes blind if he tried, learned to cube, learned blindfold solving.
Last edited by Mike Hughey; 04-05-2012 at 09:43 AM.
This has already been discussed fairly heavily in other threads on this forum. I think one of the best posts about this was by Stefan here. My suspicion is that if Daniel were good enough to be decent at the cube-solving part of it, and if he were motivated, he could be fairly decent at big cubes BLD, but I suspect it would take him an awful lot of focus and years of effort to match Marcell Endrey's recent awesome 5x5x5 BLD record. I seriously doubt he has a significant innate advantage over Marcell (or even me) for big cubes BLD.
(And by the way, much congratulations to Marcell - it's an incredible achievement!)
I've got a problem with 555 bld. Everything I do as in 444, inner edges with M2 method, but I don't know how to execute inner centers. Friend told me to use this comm:
l E l' U2 l E' l' U2 and the inversion.
But it's very hard to make setups of it to some cases. Can somebody help me and find easier way to solve it? I doesn't have to be commutators, it can be 1-piece algorithm.
You can use U2 for T-centers. It is similar to U2 for X-centers (that is, centers that 4x4x4 has), but a bit more complicated because of some exceptions.
Anyway, you can use not only l E l' U2 l E' l' U2, but l U' l' E* l U l' E* (where E* = E, E' or E2), S' U' S u* S' U S u*, or even M d2 M' U2 M d2 M' U2, tons of them.
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