NationMaster - Encyclopedia: Pocket Cube

The Pocket Cube is the 2×2×2 equivalent of a Rubik's cube. The cube consists of 8 corner pieces, and no other types of cubies. Image File history File links Pocket_cube_solved. ... Image File history File links Pocket_cube_solved. ... Image File history File links Pocket_cube. ... Image File history File links Pocket_cube. ... Image File history File links Pocket_cube_tilt. ... Image File history File links Pocket_cube_tilt. ... Variations of Rubiks Cubes (from left to right: Rubiks Revenge, Rubiks Cube, Professors Cube, & Pocket Cube) Rubiks Cube (commonly misspelled rubix, rubicks or rubics cube) is a mechanical puzzle invented in 1974[1] by the Hungarian sculptor and professor of architecture Erno Rubik. ... Three dimensions A cube (or hexahedron) is a Platonic solid composed of six square faces, with three meeting at each vertex. ... Variations of Rubiks Cubes (from left to right: Rubiks Revenge, Rubiks Cube, Professors Cube, & Pocket Cube) Rubiks Cube (commonly misspelled rubix, rubicks or rubics cube) is a mechanical puzzle invented in 1974[1] by the Hungarian sculptor and professor of architecture Erno Rubik. ...

Permutations

Any permutation of the 8 corner cubies is possible (8 positions), and 7 of the cubies can be independently rotated (3⁷ positions). There is nothing identifying the orientation of the cube in space, reducing the positions by a factor of 24. The number of possible positions of the cube is Permutation is the rearrangement of objects or symbols into distinguishable sequences. ... A sphere rotating around its axis. ... Orientation can refer to different things. ...

which factors as

24385171

. Or simply

3,674,160

permutations. In number theory, the integer factorization problem is the problem of finding a non-trivial divisor of a composite number; for example, given a number like 91, the challenge is to find a number such as 7 which divides it. ...

The maximum number of turns required to solve the cube is up to 11 full turns, or up to 14 quarter turns. An optimal (least number of turns) solution from any position can be found by a computer with a brute force algorithm. In computer science, a brute-force search consists of systematically enumerating every possible solution of a problem until a solution is found, or all possible solutions have been exhausted. ...

The number f of positions that require n full twists and number q of positions that require n quarter turn twists are:

Solutions

One method of solving the Pocket Cube is to consider it as a simplified Rubik's Cube; that is, one with all the center and edge pieces removed. Thus, the Pocket Cube can be solved by any method used to solve the regular Rubik's Cube by disregarding all steps that specifically deal with the permutation or orientation of the edge pieces. However, since the Pocket Cube lacks center pieces, this version is regarded as a little bit trickier than the 3x3x3 version. Variations of Rubiks Cubes (from left to right: Rubiks Revenge, Rubiks Cube, Professors Cube, & Pocket Cube) Rubiks Cube (commonly misspelled rubix, rubicks or rubics cube) is a mechanical puzzle invented in 1974[1] by the Hungarian sculptor and professor of architecture Erno Rubik. ...

Records

Anthony Hsu, from the USA, and Mátyás Kuti, from Hungary hold the world record for the fastest time solving the pocket cube in competition, with a time of 3.55 seconds set at.

Anthony Hsu solved it in Trumbull, 2006.
Mátyás Kuti solved it on the German Open, in 2007.

Trivia

At Rubik's online store, an easier version of the Pocket Cube exists, dubbed the "Junior Cube." [1]. This version has only two colors, with a picture of a monkey on one layer.

See also

The Pyramorphix in its solved state. ... Variations of Rubiks Cubes (from left to right: Rubiks Revenge, Rubiks Cube, Professors Cube, & Pocket Cube) Rubiks Cube (commonly misspelled rubix, rubicks or rubics cube) is a mechanical puzzle invented in 1974[1] by the Hungarian sculptor and professor of architecture Erno Rubik. ... Rubiks Revenge in solved state Rubiks Revenge in scrambled state Rubiks Revenge with a tilted side The Rubiks Revenge is the 4Ã—4Ã—4 version of Rubiks Cube. ... The Professors Cube (also known as Rubiks Professor) is a mechanical puzzle invented by Udo Krell. ... Rubiks Cube being speedsolved. ...

External links

Category: Rubik's Cube Variations of Rubiks Cubes (from left to right: Rubiks Revenge, Rubiks Cube, Professors Cube, & Pocket Cube) Rubiks Cube (commonly misspelled rubix, rubicks or rubics cube) is a mechanical puzzle invented in 1974[1] by the Hungarian sculptor and professor of architecture Erno Rubik. ... ErnÅ‘ Rubik ErnÅ‘ Rubik (born July 13, 1944) is a Hungarian inventor, sculptor and professor of architecture. ... Variations of Rubiks Cubes (from left to right: Rubiks Revenge, Rubiks Cube, Professors Cube, & Pocket Cube) Rubiks Cube (commonly misspelled rubix, rubicks or rubics cube) is a mechanical puzzle invented in 1974[1] by the Hungarian sculptor and professor of architecture Erno Rubik. ... Rubiks Revenge in solved state Rubiks Revenge in scrambled state Rubiks Revenge with a tilted side The Rubiks Revenge is the 4Ã—4Ã—4 version of Rubiks Cube. ... The Professors Cube (also known as Rubiks Professor) is a mechanical puzzle invented by Udo Krell. ... Rubiks Revolution is based on a puzzle called Rubiks Cube and includes six electronic games. ... The Square One, also known as Back to Square One, is a variant of the Rubiks Cube, invented by Karel Hrsel and Vojtech Kopsky around 1992. ... The Skewb in unscrambled state The Skewb is a magic polyhedronâ€”that is, a mechanical puzzle in the style of Rubiks Cubeâ€”invented and marketed by Uwe MÃ¨ffert. ... The 6-color Megaminx The 12-color Megaminx, in a star-pattern arrangement The Megaminx is a dodecahedron-shaped puzzle similar to the Rubiks Cube. ... The Pyramorphix in its solved state. ... Pyraminx in its solved state The Pyraminx (aka Pyramix) is a tetrahedron-shaped puzzle similar to the Rubiks Cube. ... The Skewb Diamond The Skewb Diamond is an octahedron-shaped puzzle similar to the Rubiks Cube. ... Mefferts version of the 6-color Skewb Ultimate The Skewb Ultimate is a twelve-sided puzzle derivation of the Skewb. ... The 12-color Dogic The Dogic is an icosahedron-shaped puzzle like the Rubiks cube. ... Alexanders Star is a mechanical puzzle invented by Adam Alexander in 1982. ... Rubiks Magic Rubiks Magic, like Rubiks Cube, is a mechanical puzzle invented by the Hungarian sculptor and professor of architecture ErnÅ‘ Rubik and first manufactured by Matchbox in the mid-1980s. ... Rubiks Clock, like Rubiks Cube, is a mechanical puzzle invented by the Hungarian sculptor and professor of architecture ErnÅ‘ Rubik. ... Snake in a ball solution. ... Missing Link is a mechanical puzzle invented in 1981 by Steven P. Hanson and Jeffrey D. Breslow. ... Jessica Fridrich (born Jiri Fridrich) is the inventor of the most commonly used method for speed-solving the Rubiks Cube, better known as speedcubing. ... Lars Petrus (born in 1960) made his name as an internationally accomplished speed cuber in 1982 when he became the national champion of Sweden, and went on to finish fourth overall at the first official Rubiks Cube World Championships held in Budapest, Hungary. ... Ron van Bruchem (born in the Netherlands) is a well known speedcuber. ... It is proposed that this article be deleted, because of the following concern: Absolutely no evidence of notability If you can address this concern by improving, copyediting, sourcing, renaming or merging the page, please edit this page and do so. ... To meet Wikipedias quality standards, this article or section may require cleanup. ... Tyson Francis Mao (Born on May 8, 1984 in San Francisco, California), is one of the worlds top competitive Rubiks Cube solvers. ... This article or section may contain original research or unverified claims. ... Wikibooks has more about this subject: How to solve the Rubiks Cube There are many algorithms to solve scrambled Rubiks Cubes. ... A Rubiks Cube In mathematics, the Rubiks Cube is an interesting object because it provides a tangible representation of a mathematical group. ...

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