four packets of cards having been formed face downwards on the table, to discover the total value of the undermost cards \n \n unknown \n any number of packets of cards having been formed face downwards on the table, to discover the total value of the undermost cards. \n unknown
1876
modern magic
Unknown
Four Packets of Cards having been Formed face downwards on the Table, to discover the Total Value of the Undermost Cards
any number of packets of cards having been formed face downwards on the table, to discover the total value of the undermost cards. \n with formula for any number of cards \n unknown \n four packets of cards having been formed face downwards on the table, to discover the total value of the undermost cards \n unknown
1890
more magic
Unknown
Any number of Packets of Cards having been formed face downwards on the Table, to discover the Total Value of the Undermost Cards.
den gesamtwert dreier unbekannten karten zu nennen \n piles made, sum of three cards named at the end \n unknown
1896
der moderne kartenkünstler
Unknown
Den Gesamtwert dreier unbekannten Karten zu nennen
das erraten der zahl der points mehrerer karten \n piles made by counting up to fifteen from whatever value the first card of each pile is, sum of bottom cards of piles divined \n robert lenz
1901
die zauberwelt Robert Lenz
Das Erraten der Zahl der Points mehrerer Karten
piles made by counting up to fifteen from whatever value the first card of each pile is, sum of bottom cards of piles divined
coincidence extraordinary \n piles are made, number of cards in a pile is divined, mathematical \n unknown \n necromantic calculation \n rolland hamblen \n royal card discovery \n unknown \n affinities \n dai vernon
1937
encyclopedia of card tricks
Unknown
Coincidence Extraordinary
piles are made, number of cards in a pile is divined, mathematical
infallible prediction \n dealing procedure, no-touch \n audley walsh \n hal haber \n again the infallible prediction \n orville wayne meyer \n peter warlock
1938
more card manipulations Audley Walsh, Hal Haber
again the infallible prediction \n three more handlings (two by meyer, one by warlock) \n orville wayne meyer \n peter warlock \n infallible prediction \n audley walsh \n hal haber
1939
more card manipulations Orville Wayne Meyer, Peter Warlock
Again the Infallible Prediction
three more handlings (two by Meyer, one by Warlock)
fantastric \n single card location, back turned for procedure, secret 10/9/8 count to find indicator card \n bob hummer \n fantastric \n bob hummer
1941 (ca.)
fantastric Bob Hummer
Fantastric
single card location, back turned for procedure, secret 10/9/8 count to find indicator card
and now an improvement \n single card location, back turned for procedure, variation in the secret 10/9/8 count to always get a matching card \n bob hummer \n fantastric \n bob hummer
1941 (ca.)
fantastric Bob Hummer
And Now an Improvement
single card location, back turned for procedure, variation in the secret 10/9/8 count to always get a matching card
henry christ's improvement \n same as a baffling prediction, but with a selection controlled to the 40th position, and the count is done backwards from ten \n henry christ \n a baffling prediction \n unknown
1956
mathematics, magic and mystery Henry Christ
Henry Christ's Improvement
Same as A Baffling Prediction, but with a selection controlled to the 40th position, and the count is done backwards from ten
a baffling prediction \n form four piles using the number ten, then count down the sum of the cards to the 40th card to match prediction \n unknown \n henry christ's improvement \n henry christ
1956
mathematics, magic and mystery
Unknown
A Baffling Prediction
Form four piles using the number ten, then count down the sum of the cards to the 40th card to match prediction
number-card \n spectator notes numbers on four slips, those used for backwards count \n dr. ben b. braude
1970
the pallbearers review vol. 5-8 Dr. Ben B. Braude
Number-Card
spectator notes numbers on four slips, those used for backwards count
cosmic computer \n three cards are selected and its values completed to a total of ten, card at sum of three cards is revealed \n stephen a. sparks
1970
the compleat magick - volume 1 Stephen A. Sparks
Cosmic Computer
three cards are selected and its values completed to a total of ten, card at sum of three cards is revealed
more than coincidence \n spectator deals through si stebbins, counting, if count matches value, he stops, this card named by performer \n gene nielsen
1971
the pallbearers review vol. 5-8 Gene Nielsen
More Than Coincidence
spectator deals through Si Stebbins, counting, if count matches value, he stops, this card named by performer
four told \n four times ten backwards count, horoscope reading with those cards, card found at total of four cards is predicted in envelope \n larry becker
1978
world of super mentalism Larry Becker
Four Told
four times ten backwards count, horoscope reading with those cards, card found at total of four cards is predicted in envelope
fantastric \n single card location, back turned for procedure, 10/9/8 count with more succesfull match \n bob hummer \n fantastric \n bob hummer \n and now an improvement \n bob hummer
1980
bob hummer's collected secrets Bob Hummer
Fantastric
single card location, back turned for procedure, 10/9/8 count with more succesfull match
lost and found \n backwards count as prediction, "countdown force" \n terry lagerould \n lagerould countdown force \n terry lagerould \n lost and found \n harry lorayne \n countdown force \n terry lagerould
1985
best of friends — volume ii Terry LaGerould
untitled mathematical effect \n piles made according to values, after some gathering and counting the top card of a packet is known \n unknown
1985
the fred braue notebooks
Unknown
Untitled Mathematical Effect
piles made according to values, after some gathering and counting the top card of a packet is known
twisting the plot \n disguised \n larry jennings \n the plot thickens \n roy walton \n randall flag \n r. paul wilson
1986
the classic magic of larry jennings Larry Jennings
affinities \n piles are made, card is divined, mathematical \n dai vernon \n coincidence extraordinary \n unknown \n royal card discovery \n unknown \n may's take on vernon's trick \n don may
1988
the vernon chronicles — volume 2 Dai Vernon
randall flag \n calculation with three cards used to count to selection \n r. paul wilson \n twisting the plot \n larry jennings \n the plot thickens \n roy walton \n randall flagg \n r. paul wilson
1991
profile R. Paul Wilson
Randall Flag
calculation with three cards used to count to selection
cyborg! \n card location with reverse count, with comedy prop, telescopic pen with plug \n charles pecor \n david solomon \n cyborg! \n charles pecor \n david solomon
1991
garrett does the u.k. Charles Pecor, David Solomon
Cyborg!
card location with reverse count, with comedy prop, telescopic pen with plug
the plot thickens \n selection appears at sum of three values after dealing piles, faro \n roy walton \n twisting the plot \n larry jennings \n randall flag \n r. paul wilson
1991
profile Roy Walton
The Plot Thickens
selection appears at sum of three values after dealing piles, faro
cyborg! \n card location with reverse count, with comedy prop, telescopic pen with plug \n charles pecor \n david solomon \n cyborg! \n charles pecor \n david solomon
1992
garrett in the u.s.a. Charles Pecor, David Solomon
Cyborg!
card location with reverse count, with comedy prop, telescopic pen with plug
randall flagg \n calculation with three cards used to count to selection \n r. paul wilson \n randall flag \n r. paul wilson
1995
chaos theories R. Paul Wilson
Randall Flagg
calculation with three cards used to count to selection
liii-kelihood \n small packet is counted and card remembered at number in remainder, then 10, 9, 8 count to find card \n richard vollmer \n norman houghton \n pretty close to a miracle \n richard vollmer
1995
semi-automatic card tricks — volume 2 Richard Vollmer, Norman Houghton
LIII-Kelihood
small packet is counted and card remembered at number in remainder, then 10, 9, 8 count to find card
pretty close to a miracle \n \n richard vollmer \n minus math \n kevin moran \n liii-kelihood \n richard vollmer \n norman houghton
1997
apocalypse vol. 16-20 Richard Vollmer
numerology \n three numbers lead to discovery of freely chosen card, faro placement \n richard vollmer \n henry christ \n martin gardner
1998
card college — volume 3 Richard Vollmer, Henry Christ, Martin Gardner
Numerology
three numbers lead to discovery of freely chosen card, faro placement
to name the total value of several chosen cards \n no. 11 \n ellis stanyon \n supplementary note \n karl fulves
1999
ellis stanyon's best card tricks Ellis Stanyon
supplementary note \n streamlined handling \n karl fulves \n to name the total value of several chosen cards \n ellis stanyon
1999
ellis stanyon's best card tricks Karl Fulves
number, please \n no. 23, prediction counted to, remaining cards form spectator's phone number \n sam schwartz
2001
new self-working card tricks Sam Schwartz
Number, Please
No. 23, prediction counted to, remaining cards form spectator's phone number
dialing the future \n no. 45, four cards chosen by dealing to first four digits of phone number, they are predicted or the aces \n unknown
2001
new self-working card tricks
Unknown
Dialing the Future
No. 45, four cards chosen by dealing to first four digits of phone number, they are predicted or the Aces
value for money \n betting game trick, dealing through cards and naming values in a row, every hit costs a dollar, spectator has some hits and performer has none \n lewis jones \n tom bowyer's "the frequent miracle" in "the sphinx" vol. 39, nr. 3. p. 67. 1940.
2006
semi-automatic card tricks — volume 6 Lewis Jones
Value for Money
betting game trick, dealing through cards and naming values in a row, every hit costs a dollar, spectator has some hits and performer has none
Inspired by
Tom Bowyer's "The Frequent Miracle" in "The Sphinx" Vol. 39, Nr. 3. P. 67. 1940.
learning to count \n three cards chosen one by one and cards counted on them until sixteen is reached, starting with the chosen card's value, aces are next to chosen card and at sum of all values \n karl fulves \n fourbidden \n karl fulves \n lucky 14 \n tomas blomberg
2007
prolix Karl Fulves
Learning To Count
three cards chosen one by one and cards counted on them until sixteen is reached, starting with the chosen card's value, Aces are next to chosen card and at sum of all values
numerology 13-3-1 \n three piles made with counting procedure, three numbers added to count to predicted card
- an alternate ending (involving down/under deal) \n lennart green \n numerology 13 + 13 \n lennart green
2008
the green northern lights magic Lennart Green
Numerology 13-3-1
three piles made with counting procedure, three numbers added to count to predicted card
the cowboy secret \n number of cards left after long dealing procedure is the same as value of a card on table \n unknown
2014
treacherous impuzzibilities
Unknown
The Cowboy Secret
number of cards left after long dealing procedure is the same as value of a card on table
lucky 14 \n spectator finds the four aces using three previously selected cards \n tomas blomberg \n the gem-money cards \n dean dill \n allan ackerman \n learning to count \n karl fulves
2014
blomberg laboratories Tomas Blomberg
Lucky 14
spectator finds the four Aces using three previously selected cards
lost and found \n backwards count as prediction, "countdown force", with royal flush revelation \n harry lorayne \n lost and found \n terry lagerould
2017
jawdroppers! two Harry Lorayne
Lost And Found
backwards count as prediction, "Countdown Force", with Royal Flush revelation
marked / invisible \n two decks, spectator deals through one deck face up, leaving one card face down. face down card matches reversed card in the other deck, inspired by trick from todd lamanske \n dan fleshman
2018
elixir Dan Fleshman
Marked / Invisible
Two decks, spectator deals through one deck face up, leaving one card face down. Face down card matches reversed card in the other deck, inspired by trick from Todd Lamanske
triangulation \n several packets are formed with one reversed card on top, spectator selects some and adds up values, total leads to selection in the deck \n giancarlo scalia
2020
semi-automatic card tricks — volume 12 Giancarlo Scalia
Triangulation
several packets are formed with one reversed card on top, spectator selects some and adds up values, total leads to selection in the deck