Thread: "6x6x6x6"

From: "thesamer" <thesamer@interia.pl>
Date: Fri, 12 Aug 2005 09:23:31 +0200
Subject: 6x6x6x6



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Hello to all!

Recently I asked Melinda about the cube 6x6x6x6...

I know that I can solve it (not in two weeks but in month spending a little=
time everyday....)

I don't worry about my eyes because I can make picture as big as I want (le=
t's say the top face can by big as the whole screen). (I must finish my pag=
e with hypercubes and show my tricks ;))...

Complexity is big bacause of the number of stickers (1728).

The question is: "Is it worth to make that program for basicly two-three pe=
ople (who manadged with 5^4)? Medlinda said that 5^4 cube was the last with=
new elements and as you solve this there's no others challenges in 4D cube=
s. Yeaah , we know structure, algorithms on 4^4 and 5^4 that will work on 6=
^4 and give us solve but the chalenge is about complexity. As you know in p=
roduction there are cubes from 2x2x2 to 5x5x5. But people want bigger cubes=
(it is human nature to challegnge with more and more complex problems;). S=
o in this year there should be cubes 6x6x6 (http://www.olympicube.com/Pic4.=
jpg , http://www.olympicube.com/Pic1.jpg). There are some technicly problem=
s in making cubes with big number of pieces on the edge but one company wan=
t to sale cubes to size 11x11x11). Here in 4D in program there are no diffi=
culties to make higher cubes...

I would like to see cube 6x6x6x6. And solve it. But it will be long solving=
...(let's say I leave it to lonely cold evenings :) ).

Why man landed on the Moon? Becuse: "We can"
Why to solve 6^4? Because : "We can"




Oh, and one thing: I would more happy to see 5D cube :)))))))))))

I must read what was written about 5D cubes on 4Dgroup...And I will try to =
write about my thoughts about it.=20


Now bye,
Remigiusz Durka

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>




Hello to all!

 

Recently I asked Melinda about the cube=20
6x6x6x6...

 

I know that I can solve it (not in two wee=
ks but in=20
month spending a little time everyday....)

 

I don't worry about my eyes because I can =
make=20
picture as big as I want (let's say the top face can by big as the whole=20
screen). (I must finish my page with hypercubes and show my=20
tricks ;))...

 

Complexity is big bacause of the number of=
stickers=20
(1728).

 

The question is: "Is it worth to make=
that=20
program for basicly two-three people (who manadged with 5^4)? Medlinda said=
that=20
5^4 cube was the last with new elements and as you solve this there's no ot=
hers=20
challenges in 4D cubes. Yeaah , we know structure, algorithms on 4^4 a=
nd=20
5^4 that will work on 6^4 and give us solve but the chalenge is about=
=20
complexity. As you know in production there are cubes from 2x2x2 to 5x5x5. =
But=20
people want bigger cubes (it is human nature to challegnge with more and mo=
re=20
complex problems;). So in this year there should be cubes 6x6x6 (href=3D"http://www.olympicube.com/Pic4.jpg">http://www.olympicube.com/Pic4.=
jpg ,=20
href=3D"http://www.olympicube.com/Pic1.jpg">http://www.olympicube.com/Pic1.=
jpg).=20
There are some technicly problems in making cubes with big number of pieces=
on=20
the edge but one company want to sale cubes to size 11x11x11). Here in 4D i=
n=20
program there are no difficulties to make higher cubes...

 

I would like to see cube 6x6x6x6. And solv=
e it. But=20
it will be long solving...(let's say I leave it to lonely cold evenings :)=
=20
).

 

Why man landed on the Moon? Becuse: "We=20
can"

Why to solve 6^4? Because : "We can">

 

 

 

 

Oh, and one thing: I would more happy to=20
see 5D cube :)))))))))))

 

I must read what was written about 5D cube=
s on=20
4Dgroup...And I will try to write about my thoughts about it.

 

 

Now bye,

Remigiusz Durka



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Wyslij zgloszenie >> http://=
link.interia.pl/f18ab
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