Fully Functional
4x4x6 Puzzle
Basic demonstration
Shows shape changing
Mefferts Puzzles

 

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Idea Conceived

Prototype finished

Revealed

Original concept

Core puzzle

Dimensions

 

25th December 2003

13th January 2004

2004

Tony Fisher

4x4x4 Master Cube / Rubik's Revenge

6.5 x 6.5 x 10.9 cm / 2.6 x 2.6 x 4.3 inch

 
4x4x6s by Tom van der Zanden & Calvin Puzzles

This is a fully functional 4x4x6 transformation of a 4x4x4 Master Cube / Rubik's Revenge. It was inspired by Geert Helling's ingenious idea for adding two new working layers to a 4x4x4. He went on to make a fully functional 2x2x6 though with non cubic cubies. I expanded on this idea to make a fully functional correctly proportioned 2x2x6 cuboid .
In 2004 I took this idea even further to create a fully functional correctly proportion 4x4x6 cuboid. Most of my transformations do not affect the mechanisms but this puzzle needs additional functionality. Without the use of rapid prototyping that is far from easy. The extra pieces were made from polyester resin and metal for the narrow parts of the new corners.  
For stickers I used basic Rubik's Cube style which were actually taken from spare Master Cubes.
When I made the first video I did not show the puzzle changing shape since it becomes very loose and unstable. However several people asked for proof that it is capable of shape changing so I added a new video. It can change shape since it obeys the cuboid shape changing rule-
"A cuboid is capable of shape changing when ( two or more edge unit lengths are different and odd ) or ( two or more edge unit lengths are different and even ) excluding cuboids with a side of one."
In total I have made eleven fully functional cuboids. They are-
2x2x3 (micro), 2x2x4, 2x2x6, 2x2x7, 2x3x4, 3x3x4 (large), 3x3x4 (medium), 3x3x5, 3x4x4, 4x4x5, 4x4x6, 5x5x6.
In April 2012 Calvin Puzzles (HK Now Store) released five mass produced 4x4x6 cuboids. They were designed by Tom van der Zanden and I was not involved. The quality of these puzzles is very good and I highly recommend them.