The most basic corner turning hexahedron. This version has six colours.

• Section : Six-Sided: Cube (Shape Preserving)
• Inventor : S.Y. Liou
• Mechanism : Dino Cube
• Patents : US6056290
• Producer : Unknown
• Year : 1995
• Original Price : 15.00 USD

There were four different versions of this puzzle produced in the nineties:
Version with 2 colours, 4 colours, 6 colours and the dinosaur version. All four can be found in this museum.
An idea so simple that one might wonder why it was not produced earlier thatn 1995. The first samples of the Dino Cube were designed and made out of paper independently by Robert Webb from Australia in 1985 (please refer to the independent entry) and Stephen Harvey from New Zealand in 1990.
In 1995 mass production of this puzzle (the version with the dinosaurs) started. Liang-Yen Wu convinced S.Y. Liou to also produce the versions with 2, 4 and 6 colours.
Wu distributed the puzzles and initially called the puzzles "Corner turning Cubes".
It shall be noted that in 1998 James R Holloway applied for a patent which was granted in 2000 under the number given above but that was after the puzzle has already seen the light of day.
Edge length: 59 mm
Weight: 158 grams

In 2011 a new mass produced version from MF8 hit the market. See images 7-10.
Edge length: 57 mm
Weight: 92 grams

DISCLAIMER: The following table contains user-generated content. This information is collected to serve as a rough guideline and is certainly not complete and may not even be accurate. This information is filtered and carefully moderated, but incorrect information will inevitably find its way into the system. Always use your own judgement when buying or selling an item.

	Sale Date	Price (USD)	Sale Type	Condition	Package Condition	Notes	Contributors	Edit
	2005-10-03	337.00	eBay Auction	Mint	Mint	Seller from Australia, auction in US dollars	Aleksey
USD = The sum of all currently check-marked rows.
USD = The average of all currently check-marked rows.

Thank you to the following people for their assistance in helping collect the information on this page: Sandy.

This puzzle can be found in 117 collections of these members:

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