nonomino

nonomino
A polyomino made up of nine squares.
Syn: 9-omino

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  • Nonomino — A nonomino (enneomino or 9 omino) is a polyomino of order 9, that is, a polygon in the plane made of 9 equal sized squares connected edge to edge.[1] The name of this type of figure is formed with the prefix non(a) . When rotations and… …   Wikipedia

  • Polyomino — The 18 one sided pentominoes, including 6 mirrored pairs …   Wikipedia

  • List of Sudoku terms and jargon — This is a list of Sudoku terms and jargon. List organization and conventions This list provides a brief glossary of Sudoku terminology.Items are listed thematically, and usually only once, with a brief description and possibly a link to a… …   Wikipedia

  • Polyiamond — A polyiamond (also polyamond or simply iamond) is a polyform whose base form is an equilateral triangle. The word polyiamond is a back formation from diamond, because this word is often used to describe the shape of a pair of equilateral… …   Wikipedia

  • Sudoku — Not to be confused with Sodoku. A Sudoku puzzle …   Wikipedia

  • Octomino — The 369 free octominoes An octomino (or 8 omino) is a polyomino of order 8, that is, a polygon in the plane made of 8 equal sized squares connected edge to edge.[1] The name of this type of figure is formed with the prefix …   Wikipedia

  • Sudoku — Ejemplo de sudoku. Sudoku (en japonés: 数独, sūdoku) es un pasatiempo que se cree se inventó en la década de 1970 y se popularizó en Japón en 1986, dándose a conocer en el ámbito internacional en 2005 cuando numerosos periódicos empezaron a… …   Wikipedia Español

  • polyomino — noun A polyform made by joining one or more squares edge to edge in various arrangements. Syn: n omino See Also: decomino, dodecomino, domino, heptomino, hexomino, monomino, nonomino …   Wiktionary

  • Connect (game) — Inside the original Connect game box, showing tiles …   Wikipedia

  • Domino (mathematics) — The single free domino In mathematics, a domino is a polyomino of order 2, that is, a polygon in the plane made of two equal sized squares connected edge to edge.[1] When rotations and reflections are not considered to be distinct shapes, there… …   Wikipedia

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