Hey Ryan,

I think doing something like this is alright for the 3x3x3, you can 
still get some really fast times, but I would hate the idea of also 
using it for the 5x5x5.  Storing all that information by rote for 
the 5x5x5 would take me twice as long as using the stories I use, 
and the stories I use aren't even as good as P/A/O so it could be 
even faster with a better method than what I use.

Also, after learning more about the journey method and 
person/action/object, I think it would be considerably faster to use 
this method for a 3x3x3 rather than the current rote memorization 
techniques.  I've already laid out my journey with 24 positions (I 
want to use it for 4x4 and 5x5 centers) and I'm working on the 
framework for the actual persons/actions/and objects right now.

I plan on switching my memorization for all cubes to the P/A/O 
method, especially after seeing how fast the masters of this method 
can memorize things.

Also, John Louis is a 4 level method P/A/O/O or person action object 
object?  The reason I ask, one of the memorisers at the US 
competition describe one of his images as "Frank Sinatra 
Croons "Baby one more Time" to an Obelisk" and this appears to me to 
be P/A/O/O.  Since the cube orbits only have 24 pieces it seems that 
a 4 level system or even a 5 level system 
(person/adverb/action/adjective/object, for example Bob Artistically 
Destroys the Red Car)

Since the cube orbits are only 24 pieces instead of 52, why don't we 
make a more complicated system that fits our needs?  With a 5 level 
system you could memorize the edge permutation of a 4x4 or 5x5 in at 
best 3 images.  That would be awesome!

Chris

--- In [email protected], Ryan Heise 
<[EMAIL PROTECTED]> wrote:
>
> I've been reading the various threads about memorisation, and have 
to
> wonder what is appealing about translating information from one 
domain
> into a completely unrelated domain in order to memorise it.
> 
> We have discussed memorising a cube using numbers, sentences and 
cards.
> Why not memorise the direct visual imagery that we get by looking 
at the
> cube? With training it should be possible to form memory 
associations
> based on the spatial relativity of same-coloured facelets, and 
observe
> shape outlines formed by these sets of facelets. This is how our 
brains
> are natively wired to perform visual analysis, anyway.
> 
> By the way, a sequence of 4 random chords (4 notes each) 
constrained to
> a range of just 2 octaves, contains more data than a single random 
cube
> position (if you only care about the data that allows you to solve 
the
> cube). If you can see visual patterns to the same extent that 
musicians
> hear auditory patterns, then a single random cube shouldn't take 
more
> than a few seconds to memorise.
> 
> Ryan
>







 
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