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 Post subject: B12C111
PostPosted: Sun Oct 04, 2009 6:26 am 
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Joined: Mon Aug 02, 2004 7:03 am
Location: Koblenz, Germany
The pictures should speak for themselves.
I hope everyone understands what is going on here...

Three additional points to make:
1. Three bridges would have been sufficient but not as symmetric as this version.
2. This will be the last piece of megabandaging, on a 3x3x3 that is.
3. This idea (again) has the same source as the Face-bridged cube and the three ColumcCubes.

Enjoy!


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B12C111 (5).JPG
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B12C111 (0).JPG
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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 6:30 am 
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OK, you are now honoured with the title: "King of Wacky Bandaging". :lol:

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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 6:32 am 
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:shock:

There is no way that that thing's real. It obviously has 4 dimensions no matter what Tony says :lol:!

Alex

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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 10:15 am 
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each face on here reminds me of an icthus. on a serious note, nice job on the mod

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Oskar, we all love this world that we live in. Please stop destroying it with your creations! The universe cannot handle much more of thi-


Why does he always have the funny quotes? :lol:


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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 10:52 am 
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:shock:

4 dimensions? try 4.5!


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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 11:38 am 
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Location: Texas, USA
All of your bandaged puzzles coming out recently have been very unique.

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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 12:39 pm 
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I'd like to see this either next week in DUS or at the DCD :)
Really cool, I like your very systematical, mathematical approach.

Frank

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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 1:53 pm 
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I don't understand... Can it only turn through the centers?? :?

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 Post subject: Re: B12C111
PostPosted: Sun Oct 04, 2009 5:31 pm 
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:shock: Crazy build, dude. Awesome! :D

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There are three types of people: those are good at counting and those who aren't ... :-)

But that is only 2 kinds of people what is the 3rd?


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 Post subject: Re: B12C111
PostPosted: Mon Oct 05, 2009 5:03 am 
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I am missen the 7th one:

QuadCube-1-1+1+1
QuadCube-2-2+2+2
ColumCube c+c+c+c
ColumnCube e+e
ColumeCube ce+ce
B12C111

Where is the mistake?


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 Post subject: Re: B12C111
PostPosted: Mon Oct 05, 2009 12:35 pm 
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Location: Koblenz, Germany
Thanks for all the comments so far.
Steryne wrote:
All of your bandaged puzzles coming out recently have been very unique.
They had to be: viewtopic.php?f=14&t=15016
Frank Tiex wrote:
I'd like to see this either next week in DUS or at the DCD :)
Really cool, I like your very systematical, mathematical approach.
And who carries my baggage? :D
This approach was indeed systematical. I was afraid it might be to abstract.
elijah wrote:
I don't understand... Can it only turn through the centers?? :?
This is the first (as far as I know) implementation of the slices-only-group. Yes. It can only turn through the centers.
clauswe wrote:
I am missen the 7th one:
*snip*
Where is the mistake?
It might be either the BF111
http://www.twistypuzzles.com/forum/view ... 15&t=14342
or the B4E111 which I didn't need to implement (see the thread mentioned above)
or I don't understand your question.

@KelvinScott: While explaining the QuadrupletsCubes to another attendant at DCD2008 I had the idea to make this analysis and since then wanted to implement the missing variants.


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 Post subject: Re: B12C111
PostPosted: Mon Oct 05, 2009 5:41 pm 
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doesn't that make the puzzle extremely easy? I don't think you can scramble a puzzle much, centers only...

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 Post subject: Re: B12C111
PostPosted: Tue Oct 06, 2009 10:43 am 
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elijah wrote:
doesn't that make the puzzle extremely easy? I don't think you can scramble a puzzle much, centers only...

Isn't that enough? :)
Anyway. There are 768 different permutations. That is four time the number of the Floppy cube.
Speaking about the FloppyCube: 768 should be small enough to make up a Devils algorithm like Jaap did for the Floppy cube.


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 Post subject: Re: B12C111
PostPosted: Tue Oct 06, 2009 10:33 pm 
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Joined: Mon Sep 07, 2009 9:40 am
Very interesting, I like it!


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