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Qué (quién) es bald as a billiard ball - definición
IDEALIZED MODEL OF A REVERSIBLE MECHANICAL COMPUTER
Billiard-Ball Computer; Conservative logic; Billiard ball computing; Billiard ball computer
![Toffoli]] [[billiard ball]] model of an [[AND gate]]. When a single billiard ball arrives at the gate through input ''0-in'' or ''1-in'', it passes through the device unobstructed and exits via ''0-out'' or ''1-out''. However, if a ''0-in'' billiard ball arrives simultaneously as a ''1-in'' billiard ball, they collide with each other in the upper-left-hand corner of the device and redirect each other to collide again in the lower-right-hand corner of the device. One ball then exits via ''1-out'' and the other ball exits via the lower ''AND-output''. Thus, the presence of a ball being emitted from the ''AND-output'' is logically consistent with the output of an AND gate that takes the presence of a ball at ''0-in'' and ''1-in'' as inputs.](https://commons.wikimedia.org/wiki/Special:FilePath/Toffoli BilliardBall.gif?width=200 "Toffoli]] [[billiard ball]] model of an [[AND gate]]. When a single billiard ball arrives at the gate through input ''0-in'' or ''1-in'', it passes through the device unobstructed and exits via ''0-out'' or ''1-out''. However, if a ''0-in'' billiard ball arrives simultaneously as a ''1-in'' billiard ball, they collide with each other in the upper-left-hand corner of the device and redirect each other to collide again in the lower-right-hand corner of the device. One ball then exits via ''1-out'' and the other ball exits via the lower ''AND-output''. Thus, the presence of a ball being emitted from the ''AND-output'' is logically consistent with the output of an AND gate that takes the presence of a ball at ''0-in'' and ''1-in'' as inputs.")
Billiard ball
![A [[Magic 8 Ball]]](https://commons.wikimedia.org/wiki/Special:FilePath/8 ball face.jpg?width=200 "A [[Magic 8 Ball]]")
![Four-ball]] needs an additional object ball.](https://commons.wikimedia.org/wiki/Special:FilePath/Carom billiards balls.jpg?width=200 "Four-ball]] needs an additional object ball.")
![Hyatt]]'s celluloid ball patent (1871)](https://commons.wikimedia.org/wiki/Special:FilePath/US114945 - Patents for Injection Moulding by John Wesley Hyatt (Diagram 1).png?width=200 "Hyatt]]'s celluloid ball patent (1871)")
 missile hatches.jpg?width=200 "6}} displays a billiard motif on her missile hatches")
BALL USED IN CUE SPORTS
Cue ball; Queball; Magnetic cue ball; Magnetic cue balls; Billiard balls; Cue Ball; Pool ball; Cueball; Stripe (billiard ball); Solid (billiard ball); Snooker ball; Pool balls; Billiards ball; Billiards balls; Snooker balls
A billiard ball is a small, hard ball used in cue sports, such as carom billiards, pool, and snooker. The number, type, diameter, color, and pattern of the balls differ depending upon the specific game being played.
cue ball
BALL USED IN CUE SPORTS
Cue ball; Queball; Magnetic cue ball; Magnetic cue balls; Billiard balls; Cue Ball; Pool ball; Cueball; Stripe (billiard ball); Solid (billiard ball); Snooker ball; Pool balls; Billiards ball; Billiards balls; Snooker balls
¦ noun the ball, usually a white one, that is to be struck with the cue in snooker, billiards, etc.
Recollections of a Billiard-marker
SHORT STORY BY TOLSTOY
Draft:Recollections of a Billiard-marker
"Recollections of a Billiard-marker" ("Записки маркера" ["Zapiski markera"], sometimes translated as "A Billiard-Marker's Notes") is a short story by Leo Tolstoy written and published in 1855, early in Tolstoy's career. It was translated to English by Nathan Haskell Dole.
Wikipedia
Billiard-ball computer
A billiard-ball computer, a type of conservative logic circuit, is an idealized model of a reversible mechanical computer based on Newtonian dynamics, proposed in 1982 by Edward Fredkin and Tommaso Toffoli. Instead of using electronic signals like a conventional computer, it relies on the motion of spherical billiard balls in a friction-free environment made of buffers against which the balls bounce perfectly. It was devised to investigate the relation between computation and reversible processes in physics.
