Faro Possibilities
Faro Possibilities
written by Karl Fulves
1966/1979
Work of Karl Fulves
36 pages (Stapled), Selfpublished
No illustrations
Language: English
(32 entries)
Data entered by Denis Behr.
Search within these entries:
Creators Title Comments & References Page CARC Categories
Karl Fulves Introduction To The Second Edition 1
Karl Fulves Introduction to the First Edition 3
Karl Fulves Counting And Dealing on the order of anti-faros, generalized to dealing m cards in n heaps 4
Karl Fulves The Null Anti-Faro Restacking pack concept 4
Karl Fulves Reverse Faro dealing or upjogging, mentioned briefly 5
Karl Fulves The Theoretical Faro definition of IO and OI as an entity and properties of IO- and OI-sequences
- The Conjugate Pair Faro
- The Inverted Conjugate Pair Faro
see also "Unit Restorations" (Murray Bonfeld, 1977),
"Unit Shuffles" (Murray Bonfeld, 1977)
6
Karl Fulves The Null Faro an idea similar to Alex Elmsley's Restacking concept see also "The Restacking Pack" (Alex Elmsley, 1994) 8
Karl Fulves Utter Chaos some properties for decks with and odd number of cards 8
Karl Fulves & Steve Shimm Faro Shuffle Machines examining the problem of finding an algorithm to find a faro combination to shuffle from position x to position y, discussed with a 6-card deck 9
Roy Walton A Faro Tree examining the problem of finding an algorithm to find a faro combination to shuffle from position x to position y 13
Karl Fulves Reflections properties and principles with the stay stack 15
Karl Fulves The Tracking Faro stay stack type principle with 2 separate odd decks 17
Karl Fulves Solution to a Problem how to return to original order if a known sequence of in and out faros was performed 19
Karl Fulves The General Recycling Problem how to return to original order if an unknown sequence of in and out faros was performed 20
Karl Fulves The Milk Build Shuffle relation to faro and recycling properties 22
Karl Fulves The Inverted Milk Build variation of Milk Build shuffle and relation to faro 22
Karl Fulves MB Aces 4 spectators select cards by counting down with a Milk Build Shuffle in between the selections, they are the aces 23
Karl Fulves The Set Shuffle variation of Milk Build shuffle and recycling properties 24
Karl Fulves The Missing Link relation of Milk Build Shuffle to faro 25
Karl Fulves MB + 2 2 cards chosen from packet are located, Milk Build Shuffle application 25
Karl Fulves MB Prediction Milk Build Shuffle application 26
Karl Fulves (1) Conjugate-Pair MB Milk Build Shuffle properties 27
Karl Fulves (2) Primitive Cycles maintaining sequences that are repeated see also "Other Forms Of The Transposition" (Karl Fulves, 1969),
"The Principle of Internal Shuffling" (Murray Bonfeld, 1977)
27
Karl Fulves (3) The Half Faro faro applied to long-short deck, double faro 27
Karl Fulves (4) Faro/Stebbins bringing a 13-cards deck into Si Stebbins order with faros 28
Karl Fulves Interrogating the Deck bringing a card to top with faro shuffles see also "The Interrogation Technique" (Karl Fulves, 1970) 29
Karl Fulves The Closed Prediction spectator removes card from 16-card packet, performer faro shuffles and finds mate 29
Karl Fulves & Roy Walton Primitive Poker packet of 25 cards is dealt out in piles according to a rolled dice multiple times, then cards are dealt and everybody has a good hand inspired by "Draw Poker Plus" (Roy Walton, 1967) 31
Karl Fulves Second Law some value coincidences happen when dealing through piles, application of Milk Build Shuffle to Si Stebbins see also "Klondike Notes" (Karl Fulves, 1971) 32
Karl Fulves Logic Dice die is turned around some times according to simple rules, end result is predicted 33
Karl Fulves Digital Dice die is turned around some times according to simple rules, top numbers are noted, this number sequence is predicted or foreseen 34
Karl Fulves Bibliography 36