Thread: "Shortest 3^4 (don't worry I haven't broken the record :-)"

From: "Remigiusz Durka" <thesamer@interia.pl>
Date: Wed, 8 Aug 2007 20:32:21 +0200
Subject: Shortest 3^4 (don't worry I haven't broken the record :-)



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Hello!

Last time I've tried to do a little summary of history of the shortest conc=
erning all cubes. In case of 3^4 I had big problems with geting the appopri=
ate data. Rest of them is really accurate. In case 3^4 I've only knew my re=
sult and three others (from mailing group).

Yesterday I got an e-mail from Andras Ecseki. He pointed that his 3x3x3x3 s=
olution had 490 twists and it's from the year 2004. I saw his log and he us=
ed the Layer by Layer (LBL) method.

Does anybody has similiar results?

Maybe you Roice tell more about shortest in 3^4, I saw that you competed wi=
th Mat Young... I've read your post about your record 334 and I learnt thes=
e two lovely series. Second one (4C Serie) I've used in my last 4^4 solutio=
n :). I can't wait trying 3^4 :P (I had few new thoughts , expecially afer =
analysys of Andras log).

What about others? Can you melinda recall any exremely short solutions? (th=
ere is only 65 entries on hall of fame :-) If you have all of them archive=
d I can look it and check it :-)

Hear you soon,

RemiQ
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>




Hello!

 

Last time I've tried to do a little summ=
ary of=20
history of the shortest concerning all cubes.
size=3D2>In case of 3^4 I had big problems with geting the appopriate data.=
Rest=20
of them is really accurate. In case 3^4 I've only knew my result and t=
hree=20
others (from mailing group).

 

Yesterday I got an e-mail from Andras Ec=
seki. He=20
pointed that his 3x3x3x3 solution had 490 twists and it's fr=
om=20
the year 2004. I saw his log and he used the Layer by Layer (LBL)=20
method.

 

Does anybody has similiar results?>

 

Maybe you Roice tell more about shortest=
in 3^4,=20
I saw that you competed with Mat Young... I've read your post about your re=
cord=20
334 and I learnt these two lovely series. Second one (4C Serie) I've=20
used in my last 4^4 solution :). I can't wait trying 3^4 :P (I had few=
new=20
thoughts , expecially afer analysys of Andras log).

 

What about others? Can you melinda recal=
l any=20
exremely short solutions? (there is only 65 entries on hall of fame=20
:-)  If you have all of them archived I can look it and check it=20
:-)

 

Hear you soon,

 

RemiQ



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