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Pull-through False Shuffle: Difference between revisions

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[[Pull-through False Shuffle]] (a.k.a. Push-Through False Shuffle) is a generic term for a false shuffle in which a tabled deck is divided into two roughly equal packets, which are then riffled-shuffled together and apparently squared while in fact being kept slightly (though imperceptibly) misaligned. The packets are then pulled through each other in the act of cutting the deck, restoring it to its original order.
[[Pull-through False Shuffle]] (a.k.a. Push-Through False Shuffle) is a generic term for a [[full-deck false shuffle]] in which a tabled deck is divided into two roughly equal packets, which are then riffled-shuffled together and apparently squared while in fact being kept slightly (though imperceptibly) misaligned. The packets are then pulled through each other in the act of cutting the deck, restoring it to its original order.


== Variations==
== Variations==
* Pull-through False Shuffle in [[Card College]] Volume 3
* '''Pull-through False Shuffle''' in ''[[Card College, Vol. 3]]'' by [[Roberto Giobbi]]''
* Vernon's Pull-through Shuffle Variant in [[Card College]] Volume 3
* '''The Pull Through Shuffle''' in ''[[Dai Vernon's More Inner Secrets of Card Magic]]'' by [[Lewis Ganson]] (1960, pp. 43-47)
* [[Triumph Shuffle]]
* [[Artanis]]' '''[[Artanis False Shuffle|False Shuffle]]''' in ''[[Close-Up Magic of Frank Garcia, Part 1]]'' by [[Frank Garcia]] (1982, pp. 53-57)
* [[Aronson Stripout]]
* '''Push-Through Shuffle''' in  ''[[Revelations]]'' by [[Dai Vernon]] (1984, pp. 208-211)
* [[Artanis False Shuffle]]
* [[Dai Vernon|Vernon]] '''On the Push-Through Shuffle''' in ''[[The Vernon Chronicles, Vol. 1: The Lost Inner Secrets]]'' by [[Stephen Minch]] (1987, pp. 44-47)
* '''Vernon's Pull-through Shuffle Variant''' in ''[[Card College, Vol. 3]]'' by [[Roberto Giobbi]]


[[Category:False shuffles]]
[[Category:False shuffles]]

Latest revision as of 01:33, 3 January 2015

Pull-through False Shuffle (a.k.a. Push-Through False Shuffle) is a generic term for a full-deck false shuffle in which a tabled deck is divided into two roughly equal packets, which are then riffled-shuffled together and apparently squared while in fact being kept slightly (though imperceptibly) misaligned. The packets are then pulled through each other in the act of cutting the deck, restoring it to its original order.

Variations