Did You Know? Great Cube Fact!
In 1980, Ideal Toys considered renaming the Magic Cube "The Gordian Knot"! Then somebody suggested "Rubik's Cube" and the rest is history!
Hungarian actress Zsa Zsa Gabor was chosen to host the Rubik's Cube's launch in America, beginning with a Hollywood party on 5th of May 1980.
Over 100 million Rubik's Cubes were sold in the period 1980-1982.
The ultimate collectable of 1981 in Britain was a Rubik's Cube showing Prince Charles and Lady Diana Spencer.
One of the youngest Cube solvers ever back in 1981 was seven year old Lars-Erik Anderson of Norway. He often did the Cube, but could not explain how!
G. L. Honaker, Jr., discovered that the number of different unsolved configurations that can be reached on the original Rubik's Cube is a prime number!
A man who made a fortune by solving the riddle of Rubik's cube invented a test kit to detect where the millennium computer bug would strike. At the age of 12, Patrick Bossert shot to fame when he worked out his own solution to the mystifying Rubik's Cube and wrote a bestseller about it that sold 1.5 million copies.
"Rubik, The Amazing Cube" TV show premiered on ABC: September 10, 1983-September 1, 1984. The 12 episode Saturday morning series ran for 1 year. Originally broadcast in color as "The Pac-Man/Rubik, Amazing Cube Hour" each Rubik segment lasted 22 minutes. The storyline featured a young boy named Carlos who discovers the cube and brings it to life by aligning its coloured sides. Solving the cube sends him, his brother Renaldo and sister Lisa off on a magical adventure. The series was rebroadcast in the spring of 1985 as a mid-season replacement. Ruby-Spears Enterprises produced the series.
Lloyd Allison used Rubik's Snakes to digitally model protein folding. He writes: "The snake can be packed in a ball as a "globular" protein and can form "helices" and "extended" conformations."
Erno Rubik's fiendishly complex cube has been called a lot of names, among them: the Hungarian Cube, Rubik's Cube, Magic Cube, The Cube, Rubik Cube, Il Cubo di Rubik (Italian), Il Cubo Magico (Italian), etc.
A recent market survey by Oddzon in the US has shown that over 85% of the population is aware of the Rubik name and shows a clear recognition of the Cube.
"Easiest color to solve on a Rubik's Cube? black. Simply remove all the little colored stickers on the cube, and each side of the cube will now be the original color of the plastic underneath black. According to the instructions, this means the puzzle is solved."
Steve Rubenstein
When Richard Pavelle's cube fell into a swimming pool he solved it underwater, with five gulps of air.
The Cube (3x3) has 43,252,003,274,489,856,000 different possible configurations. One, and only one, of these possibilities presents the "solved" Cube, having a single color on each of its 6 sides. If you allow one second for each turn, it would take you 1400 million million years to go through "all" the possible configurations. In comparison, the whole universe is only 14 thousand million years old.
The World Rubik Cube championship was held in Budapest on June 5, 1982. Nineteen National Champions took part. Minh Thai, the US Champion, won by solving the Cube in of 22.95 seconds. The world record, in competitive conditions, grew progressively lower and now stands at 9.86 seconds by Thibaut Jacquinot (Spanish Open 2007).
"Rubik Cube" has become part and parcel of the English language and attained official status by having its own entry in the Oxford English Dictionary.
By 1982, sales rose to such unprecedented levels that in the West, according to some calculations, one in every three households possessed at least one Rubik's Cube.
The compelling quality of the Cube was such that two brand new medical conditions became rife among the more serious addicts, known as the Cubist's thumb and Rubik's wrist.
Andras Mezey, one of the leading Hungarian authors of this generation, wrote a highly successful musical play entirely devoted to the Cube. The play, incidentally critical of the Communist regime, ran for three consecutive seasons in a large Budapest theatre.
The Cube's international fame and the export achievement became one of the contributing factors in the reform and liberalization of the Hungarian economy between 1981 and 1985 which finally led to the move from Communism to Capitalism.
The Massachusetts Institute of Technology established a regular series of "Cube-ins" for its staff and students to explore the various mathematical ramifications created by Rubik's Cube.
Frau Schmidt of Dusseldorf in Germany, sued her husband for divorce in 1981 citing the Cube as correspondent. She complained: "Gundar no longer speaks to me and when he comes to bed he is too exhausted from playing with his Cube to even give me a cuddle".
A football game in Connecticut was delayed when one player, Bob Blake, failed to take the field. He was found in the locker room playing with the Cube.
At the Edinburgh Conference of European leaders in 1992, John Major, the British Premier, used Rubik's Cube to explain to his TV audience the virtually insoluble complexities of the Maastricht Treaty.
"Cubaholics Anonymous" a voluntary organization to help Cube addicts kick the habit was founded in 1980 by Augustus Judd, a self-confessed Cubomaniac.
Apart from the hundreds of Cubes with different surface decoration, over 60 self-contained, 3D puzzles with various geometries and moving parts, came to market between 1981 and 1984. All of them derived fundamentally from the original Rubik's Cube. No other single toy had anywhere near the kind of impact on the Toy Industry, ever.
Scientist Solves Rubik's Cube in 26 moves!
The least number of moves required in unscrambling the Cube from the worst disorder, the shortest route, is often called "God's Algorithm"!
In May 1997, U.C.L.A. computer science Professor Richard Korf announced that he had found the first optimal solutions to Rubik's Cube. His research showed that the median optimal solution was 18 moves, and he believed any cube could be solved in no more than 20 moves. However, he was unable to prove this, and no one has ever been able to prove that it could be solved in less than 27 moves.
"Korf had written a program that spends a long time to find optimal solutions for single states of the Rubik's cube", says Kunkle. "Our program first does a large pre-computation and then it very quickly - in about a second - finds a solution in 26 moves or less for any state of Rubik's cube.
General Solutions
Many general solutions for the Rubik's Cube have been discovered independently. The most popular method was developed by David Singmaster and published in the book Notes on Rubik's Magic Cube in 1980/81. This solution involves solving the Cube layer by layer, in which one layer, designated the top, is solved first, followed by the middle layer, and then the final and bottom layer. Other general solutions include "corners first" methods or combinations of several other methods.
Speedcubing Solutions
Speedcubing solutions have been developed for solving the Rubik's Cube as quickly as possible. The most common speedcubing solution was developed by Jessica Fridrich. It is a very efficient layer-by-layer method that requires a large number of algorithms, especially for orienting and permuting the last layer. The first layer corners and second layer are done simultaneously, with each corner paired up with a second-layer edge piece. Another well-known method was developed by Lars Petrus. In this method, a 2×2×2 section is solved first, followed by a 2x2x3, and then the incorrect edges are solved using a 3 move algorithm, which eliminates the need for a 32 move algorithm later. One of the advantages of this method is that it tends to give solutions in fewer moves. For this reason the method is also popular for fewest move competitions.
Considerations On The Solutions
Solutions typically follow a series of steps, and include a set of algorithms for solving each step. An algorithm, also known as a process or an operator, is a series of twists that accomplishes a particular goal. For instance, one algorithm might switch the locations of three corner pieces, while leaving the rest of the pieces in place. Basic solutions require learning as few as 4 or 5 algorithms but are generally inefficient, needing around 100 twists on average to solve an entire cube. In comparison, Fridrich's advanced solution requires learning 53+ algorithms, but allows the cube to be solved in only 55 moves on average. A different kind of solution developed by Ryan Heise uses no algorithms but rather teaches a set of underlying principles that can be used to solve in fewer than 40 moves. A number of complete solutions can also be found in any of the books listed in the bibliography, and most can be used to solve any Cube in under five minutes.
Erno Rubik
David Singmaster Notes on Rubik's Magic Cube (Enslow 1980/81)
Don Taylor, Andrena Millen Mastering Rubik's Cube: The Solution to the 20th Century's Most Amazing Puzzle (Paperback 1981)
Andre' Warusfel Il cubo di Rubik (Mondadori 1981)
James G. Nourse The Simple Solution to Rubik's Cube (Paperback 1981)
David Singmaster, Alexander Frey Handbook of Cubik Math (Enslow 1982)
Jeffrey Varasano Conquer The Cube In 45 Seconds (Hardcover 1982)
Ken Lawless Dissolving Rubik's Cube: The Ultimate Solution! (Hardcover 1982)
Jack Eidswick Rubik's Cube Made Easy (Paperback 1982)
Christoph Bandelow Inside Rubik's Cube and Beyond (Birkhauser Boston 1982)
David Singmaster How to solve Rubik's magic (Felden 1986)
Erno Rubik, Tamas Varga, Gerzson Keri, Gyorgy Marx, Tamas Vekerdy Rubik's Cubic Compendium (Oxford University Press 1987)
Annie Gottlieb, Slobodan D. Pesic The Cube: Keep the Secret (Paperback 1995)
Hana M. Bizek Mathematics of the Rubik's Cube Design (Paperback 1997)
David Joyner Adventures in Group Theory: Rubik's Cube, Merlin's Machine, and Other Mathematical Toys (Hardcover 2002)
Karen Peebles How to Solve the Rubik's Cube with Ease (Spiral-bound 2007)
Puzzler's Choice A New Solution to That Damned Rubik's Cube (Paperback 2007)
Karen Peebles Crack It! The Rubik's Cube Solution (Paperback 2007)
Erno Rubik