Modern Magic: A Practical Treatise on the Art of Conjuring
Professor Hoffmann155The trick in this form would not be worth noticing, save as a prelude to a newer and really good method of performing the same feat. You place on the table two heaps of cards, each containing the same number, say six cards, which may be the first that come to hand, the value of the cards being in this case of no consequence. You announce that, of the two heaps, one contains an odd and the other an even number. This is, of course, untrue; but it is one of the postulates of a conjuror’s performance that he may tell professionally as many fibs as he likes, and that his most solemn asseverations are only to be taken in a Pickwickian sense. You continue, “I do not tell you which heap is odd and which is even, but I will predict to you, as many times as you like, which heap you will choose. Observe, I do not influence your choice in any way. I may tell you that you will this time choose the heap containing the odd number.” While delivering this harangue, you take the opportunity of palming in your right hand a single card from the top of the pack, and place the remainder of the cards apart on the table. When the audience have made their choice, you pick up the chosen heap with the right hand, thereby adding the palmed card to that heap, and, coming forward, ask some one to verify your prediction. The number is, naturally, found to be odd. You then bring forward the second heap, which is found to be even. Join the two heaps together, and again separate them, palming the top card of the odd heap, replace the two heaps on the table, and this time predict that the audience will choose the heap containing the even number. When they have made their selection, you have only to pick up the non-chosen heap with the hand containing the palmed card, and the chosen heap with the empty hand.

