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(in billiards - triangle)

См. также в других словарях:

  • Baseball pocket billiards — or baseball pool (sometimes, in context, referred to simply as baseball) is a pocket billiards (pool) game suited for multiple players that borrows phraseology and even some aspects of form from the game of baseball. For instance, although… …   Wikipedia

  • Rack (billiards) — A rack is the name given to a frame (usually wood or plastic) used to organize billiard balls at the beginning of a game. Rack may also be used as a verb to describe the act of setting billiard balls in starting position in billiards games that… …   Wikipedia

  • Fenway Triangle Trilogy — (Бостон,США) Категория отеля: 5 звездочный отель Адрес: 180 Brookline Avenue …   Каталог отелей

  • Golf (billiards) — Golf billiards (also referred to as simply golf in clear context, and sometimes called golf pool or golf pocket billiards) is a pocket billiards game usually played for money. Unlike the majority of such games, it allows more than two people to… …   Wikipedia

  • straight-rail billiards — ▪ game       billiard game played with three balls (one red and two white) on a table without pockets. The object is to score caroms by hitting both object balls with a cue ball. A player may use either white ball as cue ball but not one that has …   Universalium

  • Glossary of cue sports terms — The following is a glossary of traditional English language terms used in the three overarching cue sports disciplines: carom (or carambole) billiards referring to the various carom games played on a billiard table without pockets; pool (pocket… …   Wikipedia

  • Nine-ball — One of many correct nine ball racks: the 1 ball at the apex centered over the foot spot, the 9 ball at center, the other balls …   Wikipedia

  • Cue stick — A pool cue and its major parts.[1]:71–72[2] A cue stick (or simply cue, more specifically pool cue, snooker cue, or billiards cue), is an item of …   Wikipedia

  • Richard Schwartz — is currently a professor of mathematics at Brown University. His accomplishments include a proof of the Goldman Parker conjecture, and a proof that every triangle all of whose angles are less than 100 degrees has a periodic billiard orbit. The… …   Wikipedia

  • Outer billiard — Outer Billiards is a dynamical system based on a convex shape in the plane. Classically, this system is defined for the Euclidean plane but one can also consider the system in the hyperbolic plane or in other spaces that suitably generalize the… …   Wikipedia

  • Geometrie hyperbolique — Géométrie hyperbolique En mathématiques, la géométrie hyperbolique (nommée parfois géométrie de Lobatchevsky) est une géométrie non euclidienne vérifiant les quatre premiers postulats de la géométrie euclidienne, mais pour laquelle le postulat… …   Wikipédia en Français

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