duo spell \n two mentally chosen cards spelled out, see p. 206 for references and mention of swinford & cairy's "computer cards"/"cyberdeck" \n paul swinford \n suggestion by roy walton on p. 230 \n duo-spell \n paul swinford \n duo spell \n paul swinford \n transpoker iii \n karl fulves
1968
the pallbearers review vol. 1-4 Paul Swinford
Duo Spell
two mentally chosen cards spelled out, see p. 206 for references and mention of Swinford & Cairy's "Computer Cards"/"Cyberdeck"
impossibility \n one of sixteen cards thought of, ends up at a chosen position after a few sortings with sorting rod \n paul swinford
1986
the cyberdeck Paul Swinford
Impossibility
one of sixteen cards thought of, ends up at a chosen position after a few sortings with sorting rod
identity crises \n two cards selected and put reversed in deck, deck sorted with sorting rod, selections occupy each other's position, "reflected symmetry", with variation \n paul swinford
1986
the cyberdeck Paul Swinford
Identity Crises
two cards selected and put reversed in deck, deck sorted with sorting rod, selections occupy each other's position, "reflected symmetry", with variation
spellout \n deck sorted with sorting rod, all four-of-a-kinds together, spelling through deck with every value \n paul swinford
1986
the cyberdeck Paul Swinford
Spellout
deck sorted with sorting rod, all four-of-a-kinds together, spelling through deck with every value
poker spectacular \n poker deal with cyberdeck which is stacked with sorting rod, incorporates gag cards fourteen and fifteen of spades \n paul swinford
1986
the cyberdeck Paul Swinford
Poker Spectacular
poker deal with cyberdeck which is stacked with sorting rod, incorporates gag cards Fourteen and Fifteen of Spades
gardner adenda \n comments on martin gardner's article
- a problem solved
- a message retold \n paul swinford \n the binary system \n martin gardner
1986
the cyberdeck Paul Swinford
four impressions \n one of sixteen cards thought of, packet extracted with sorting rod several times ("is your card among those?"), magic age cards \n paul swinford
1986
the cyberdeck Paul Swinford
Four Impressions
one of sixteen cards thought of, packet extracted with sorting rod several times ("Is your card among those?"), Magic Age Cards
the binary system \n historical information and punch card sorting applications
- sorting 32 punch cards in numerical order
- divining selected number
- solving logic problem \n martin gardner \n scientific american, dec. 1960 \n gardner adenda \n paul swinford
1986
the cyberdeck Martin Gardner
The Binary System
historical information and punch card sorting applications
the discerning joker \n one of sixteen cards thought of, packet extracted with sorting rod several times ("is your card among those?"), magic age cards, selection ends up on top and joker at position of selection's value, binarial transposition \n paul swinford \n mathematics and mentalism \n alex elmsley
1986
the cyberdeck Paul Swinford
The Discerning Joker
one of sixteen cards thought of, packet extracted with sorting rod several times ("Is your card among those?"), Magic Age Cards, selection ends up on top and Joker at position of selection's value, Binarial Transposition
the cyberdeck \n credit information, computer cards precursor, handling with sorting rod
- historical data
- design of the deck
- handling and operating the deck \n paul swinford \n "the computer cards" & "three mysteries with the computer cards" (paul swinford & clyde cairy, marketed item 1966)
1986
the cyberdeck Paul Swinford
The Cyberdeck
credit information, computer cards precursor, handling with sorting rod
Historical Data
Design of the Deck
Handling and Operating the Deck
Related to
"The Computer Cards" & "Three Mysteries with the Computer Cards" (Paul Swinford & Clyde Cairy, marketed item 1966)
transmigration \n sixteen cards sorted with sorting rod, two people remember one of the cards, their positions transpose after a few sortings, binarial transposition \n paul swinford
1986
the cyberdeck Paul Swinford
Transmigration
sixteen cards sorted with sorting rod, two people remember one of the cards, their positions transpose after a few sortings, Binarial Transposition