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4D_Cubing

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Group Information

  • Members: 237
  • Category: Puzzle
  • Founded: Aug 1, 2003
  • Language: English
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Activity within 7 days:

1 New Member - 1 New Message

Description

The 4D_Cubing Group is a Group for people interested in higher dimensional analogues of the Rubik's Cube puzzle. Though the focus of this Group is not limited to the MagicCube4D computer program, the origins of this Group lie with the developers Melinda Green and Don Hatch. The MagicCube4D program simulates a projection of the 4D hypercube version of the puzzle into a 3D space which is rendered on the user's screen. The MagicCube4D Web site offers detailed information about the program and links to other related resources on the Web.

Most Recent Messages

  (View All)
Re: MagicTile Solving (300th)
I have received the MC4D crystal cube today. It is very very pleasent. Thank so much. Kind regards Ed
Posted - Sat May 25, 2013 8:11 am
Eduard
eduard_baumann
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Re: {3,3,6} crystal cube
Hello Roice, That's too bad because the reflections were kind of the whole point, so I guess I'll drop the idea. It would be nice to see a good chunk of the
Posted - Fri May 10, 2013 9:00 pm
Melinda Green
cutelyaware
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Re: {3,3,6} crystal cube
Hi Melinda, Here is an stl file for a single unit of the {3,8}b. www.gravitation3d.com/lasercrystal/{3,8}b_one.stl However, I sent an email to them about how
Posted - Thu May 9, 2013 4:45 pm
Roice Nelson
roice3
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Re: {3,3,6} crystal cube
Great! The effect only works if it can be taken all the way to the edges. I don't think I would want to do it if it had to end more than .5 millimeter from the
Posted - Wed May 8, 2013 7:59 pm
Melinda Green
cutelyaware
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Re: {3,3,6} crystal cube
Yes, that will be very cool! I will make the STL model this evening, which will be quick since I already have code to load your VRML file. I don't know how
Posted - Wed May 8, 2013 3:32 pm
Roice Nelson
roice3
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Message History

Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec
2013 56 19 48 15 17
2012 18 31 12 46 125 76 70 11 27 44 68 71
2011 55 90 133 35 121 55 24 33 9 12 55 45
2010 21 19 15 1 12 69 156 16 74 40 42 44
2009 17 25 5 4 12 8 1 67 51 10
2008 2 14 33 42 5 10 12 41 2 13
2007 12 1 8 1 10 30 7 6 6
2006 16 7 27 26 16 28 5 12 7
2005 3 24 19 5 11 16 9 12 2 2
2004 6 10 4 5 4 14 1 4 1
2003 33 18 8 3

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