Thread: "3^4"

If 400 twists is a benchmark... then... I got 377 twists (in 4th attempt) :=
) It looks like it's time to stop and think a little.

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Well, for 500 twists there is Mat Young missing (he is even in your Hall Of=
Shortest) and I got sub-400 with my second solve (386 twists). Log-file ca=
n be seen on my profile on the MC4D wiki.

Happy Hypercubing, Klaus




________________________________
From: "thesamer@interia.pl"
To: 4D_Cubing@yahoogroups.com
Sent: Wed, May 12, 2010 12:13:09 PM
Subject: Re: [MC4D] 3^4 news

=20=20
Great job Matthew!

I've looked on your solution: awesome start and later handling of the=20
solved parts.

Updated: http://www.ift. uni.wroc. pl/~rdurka/ rubik/hallofshor test/

Please correct me if I'm wrong:

People who broke 500 twists barrier on 3^4:
-Mattew Sheerin, Roice Nelson, Audrey Astrelin, Klaus Weidinger, me and=20
I believe there was somebody else
People who broke 400 twists barrier on 3^4:
-Mattew, Roice, Remi

251 barier is damn low... I think Roice has reached limit of his method=20
(so am I) but now Matthew provided a proof of new method so we will=20
see how much we can learn from it :)
Roice if you want to try a new record from the very beginning I propose=20
to use Matthew's scramble. That will be fun to see how much close we can=20
be in distinct solutions.

All the best,
R


=20


=20=20=20=20=20=20
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Why would you need a mechanism? It seems like the cross section of just
the stickers should be enough to be interesting. Of course the result
won't be more useful than an animated 2D cross section of a real Rubik's
cube but it would be fun to see.
-Melinda

On 10/27/2015 12:32 PM, mananself@gmail.com [4D_Cubing] wrote:
>
>
> You are talking about the cross section of the 4D Magic cube on the 3D
> subspace, right? I've never seen one.
>
> In order to make a proper cross section, one needs to design the
> internal mechanism of the 4D Magic Cube. I'm not aware of such a
> design. This is an interesting topic though. A simple extrapolation of
> the 3D mechanism may work.
>
> Nan
>
>
> ---In 4D_Cubing@yahoogroups.com, wrote :
>
> Does anyone have animation of a Rubik's hypercube passing through 3D
> space by any chance?


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">


Why would you need a mechanism? It seems like the cross section of
just the stickers should be enough to be interesting. Of course the
result won't be more useful than an animated 2D cross section of a
real Rubik's cube but it would be fun to see.

-Melinda

You are talking about the cross section of the 4D Magic cube on
the 3D subspace, right? I've never seen one.

In order to make a proper cross section, one needs to design
the internal mechanism of the 4D Magic Cube. I'm not aware of
such a design. This is an interesting topic though.=C2=A0 style=3D"word-spacing:normal;line-height:1.25;">A simple
extrapolation of the 3D mechanism may work.=C2=A0

Nan

---In ing@yahoogroups.com">4D_Cubing@yahoogroups.com, k-rfc2396E" href=3D"mailto:llamaonacid@..."><llamaonacid@...> wro=
te
:

Does anyone have animation of a
Rubik's hypercube passing through 3D space by any chance?

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Hi,

The piece finding functionality on Magic120Cell has two modes, depending on
whether you left or right click. Ctrl + Shift + *right* click does what
you are looking for.

Cheers,
Roice


On Fri, Oct 30, 2015 at 10:24 AM, llamaonacid@gmail.com [4D_Cubing] <
4D_Cubing@yahoogroups.com> wrote:

>
>
> Instead of doing Ctrl + Shift + left click to find where the piece goes I
> would also like to have a feature that tells me where is the piece that
> goes in the clicked region.
>
>=20
>

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