how to deliver out foure aces, and to convert them into foure knaves\nfour aces shown on face of deck and placed on table one by one, they change into jacks\n unknown\nhow to deliver out four aces, and convert them into four knaves.\n unknown\nsupplementary note\nkarl fulves
1584
the discoverie of witchcraft
Unknown
How to deliver out foure aces, and to convert them into foure knaves
four Aces shown on face of deck and placed on table one by one, they change into Jacks
point-vier verwandelt sich in point-sechs\nmulti-pip principle\n unknown\npoint-vier verwandelt sich in point-sechs\nfriedrich w. conradi-horster
1896
der moderne kartenkünstler
Unknown
point-sieben verwandelt sich in point-acht\nmulti-pip principle with ungaffed seven that changes to eight\n unknown
1896
der moderne kartenkünstler
Unknown
Point-Sieben verwandelt sich in Point-Acht
multi-pip principle with ungaffed Seven that changes to Eight
professor verbecks "tolle neune"\ndouble facer with multi-pip principle\nprof. m. verbeck\nprofessor verbecks "tolle neune"\nprof. m. verbeck
1896
der moderne kartenkünstler Prof. M. Verbeck
sylvesterzauber\nfour cards selected and returned, one selection is taken from spectator's pocket, it changes into the other three selections one by one\n unknown
1897
der zauberspiegel
Unknown
Sylvesterzauber
four cards selected and returned, one selection is taken from spectator's pocket, it changes into the other three selections one by one
professor verbecks "tolle neune"\ndouble facer with multi-pip principle\nprof. m. verbeck\nprofessor verbecks "tolle neune"\nprof. m. verbeck
1897
der zauberspiegel Prof. M. Verbeck
point-vier verwandelt sich in point-sechs\nfree gaff card comes with issue\nfriedrich w. conradi-horster\npoint-vier verwandelt sich in point-sechs\n unknown
1897
der zauberspiegel Friedrich W. Conradi-Horster
die vermehrung der points\nthree of diamonds, point number changes multiple time to five, ace, nine, then blank, using sleight-of-hand as well as multi-pip card and powdered pips\n unknown
1904
der zauberspiegel
Unknown
Die Vermehrung der Points
Three of Diamonds, point number changes multiple time to Five, Ace, Nine, then blank, using sleight-of-hand as well as multi-pip card and powdered pips
moving pip card\nmoving pip in conjunction with rising cards, anecdote of de kolta's daughter manufacturing multi pip cards\nwill ayling\njean-eugène robert-houdin
1991
knowing the rising cards Will Ayling, Jean-Eugène Robert-Houdin
Moving Pip Card
moving pip in conjunction with rising cards, anecdote of De Kolta's daughter manufacturing multi pip cards
the vanishing pips\nno. 28, nine of diamonds changes to five, three, ace, then blank, back seen, hinged multi-pip card\nellis stanyon
1999
ellis stanyon's best card tricks Ellis Stanyon
The Vanishing Pips
No. 28, Nine of Diamonds changes to Five, Three, Ace, then blank, back seen, hinged multi-pip card
the three-card trick\nno. 27, "the illusive ace", monte effect with a three that is missing bottom pip and can be shown as ace or three\nellis stanyon\n"pickitout"\ntheodore deland
1999
ellis stanyon's best card tricks Ellis Stanyon
The Three-Card Trick
No. 27, "The Illusive Ace", monte effect with a Three that is missing bottom pip and can be shown as Ace or Three
down sizing\n"unexplained"
52-on-one gag card, turned over and only black cards, turned over and only clubs, and so on until selection remains, posed as a problem\nkarl fulves
2008
prolix Karl Fulves
Down Sizing
"Unexplained"
52-on-One gag card, turned over and only black cards, turned over and only clubs, and so on until selection remains, posed as a problem