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Cards lifted after a riffle shuffle, forming what is called a bridge which puts the cards back into place After a riffle shuffle, the cards cascade. A common shuffling technique is called the riffle, or dovetail shuffle or leafing the cards, in which half of the deck is held in each hand with the thumbs inward, then cards are released by the thumbs so that they fall to the table interleaved.
Shuffle play is a mode of music playback in which songs are played in a randomized order that is decided upon for all tracks at once. [1] It is commonly found on CD players, digital audio players and media player software. Shuffle playback prevents repeated tracks, which makes it distinct from random playback, in which the next track is chosen ...
A faro shuffle that leaves the original top card at the top and the original bottom card at the bottom is known as an out-shuffle, while one that moves the original top card to second and the original bottom card to second from the bottom is known as an in-shuffle. These names were coined by the magician and computer programmer Alex Elmsley. [6]
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A shuffleboard player taking a shot. Table shuffleboard (also known as American shuffleboard, indoor shuffleboard, slingers, shufflepuck, and quoits, sandy table) is a game in which players push metal-and-plastic weighted pucks (also called weights or quoits) down a long and smooth wooden table into a scoring area at the opposite end of the table.
Two words: Truffle Shuffle. These two words are synonymous with one of the best '80s movies ever, Steven Spielberg's " The Goonies ." A film about a group of kids on a hunt for a hidden pirate ...
Two shuffleboard players preparing a game on a ship's deck with cue-sticks. Shuffleboard is a game in which players use cues to push weighted discs, sending them gliding down a narrow court, with the purpose of having them come to rest within a marked scoring area.
Shuffle algebra, a Hopf algebra with a basis corresponding to words on some set whose product is given by the shuffle product XшY of two words X, Y: the sum of all ways of interlacing them; Shuffle product, the shuffle product of words of lengths m and n is a sum over the (m+n)!/m!n! ways of interleaving the two words