Modern Magic. Professor Hoffmann

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Modern Magic - Professor Hoffmann

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weak point of the feat is, that the cards being regularly sorted into the four suits, the audience can hardly help suspecting that the pack was pre-arranged beforehand. There is another and better mode of performing the trick, by which you still hold all the trumps, but the three remaining players have the ordinary mixed hands. This method, however, involves sleight-of-hand, and would therefore be out of place in the present chapter.

      In all tricks which depend on the naming of a card drawn or thought of, it adds greatly to the effect to have the card named before you turn it up.

      This trick, unlike most, will bear repetition; but it is well on a second performance to vary it a little. Thus you may on the second occasion say, when the card has been thought of, “I will choose for myself this time; your card will appear at number 30.” It is desirable to name a number very near the total number of the pack (which we are now supposing to be a piquet pack), as the difference between that and the total number being very small, it is easy to see at a glance the number of cards representing such difference, and pass them to the bottom of the pack. You take in this instance two cards only, that being the difference between 30 and 32, and pass them to the bottom, when the card will, as you have announced, be the thirtieth.

      If you are able to make the pass, you will, of course, avail yourself of it to transfer the requisite number of cards to the top or bottom of the pack.

      The Cards Revealed by the Looking-Glass.—This is rather a joke than a feat of magic, but it will create some fun, and may often be kept up for some time without being discovered. Take up your position on one side of the room, facing a good-sized mirror or chimney-glass. Make your audience stand or sit facing you, when they will, of course, have their backs to the glass. Offer the cards to be shuffled and cut. Take the top card and hold it high up, with its back to you and its face to the audience. As it will be reflected in the mirror opposite you, you will have no difficulty in naming it, or any other card in like manner, till your audience either find you out, or have had enough of the trick.

      To Guess Four Cards thought of by Different Persons.—Offer the pack to be shuffled. Place it on the table, and taking off the four top cards with the right hand, offer them to any person, and ask him to notice one of them, shuffle them, and return them to you. When they are returned, place them, face downwards, in your left hand. Take the next four cards, and offer them to another person in like manner. Proceed in like manner with a third and fourth group of four. When all the sixteen cards are returned, deal them out in four heaps, face upwards. Ask each person in which heap his card now is. That of the first person will be the uppermost of his heap, that of the second person second in his heap, and so on. It will sometimes occur that two of the cards chosen are in the same heap, but the rule will still apply. Should there be three persons only to choose, you should give them three cards each; and deal in three heaps.

      The Pairs Re-paired.—After performing the last trick, you may continue, “As you have not yet found me out, I will repeat the experiment, but in a slightly altered form. This time I will invite you to think of two cards each, and all present may join if they please.” After giving the pack to be shuffled, you deal out twenty cards, face upwards, but placing them in couples. Invite as many of the company as please to note any particular couple they think fit, and to remember those two cards. When they have done so, gather up the cards, picking them up here and there in any order you please, taking care, however, that none of the pairs are separated. You now deal them out again, face upwards, in rows of five, according to the following formula: Mutus dedit nomen Cocis, which, being interpreted, signifies, “Mutus gave a name to the Coci,” a people as yet undiscovered. On examining the sentence closely, you will observe that it consists of ten letters only, m, u, t, s, d, e, i, n, o, c, each twice repeated. This gives you the clue to the arrangement of the cards, which will be as follows:

M U T U S
1 2 3 2 4
D E D I T
5 6 5 7 3
N O M E N
8 9 1 6 8
C O C I S
10 9 10 7 4

       You must imagine the four words printed as above upon your table. You must deal your first card upon the imaginary M in MUTUS, and the second on the imaginary M in NOMEN, the two next cards on the two imaginary U’s, the two next on the two T’s, and so on. You have now only to ask each person in which row his two cards now appear, and you will at once know which they are. Thus, if a person says his two cards are now in the second and fourth rows, you will know that they must be the two cards representing the two I’s, that being the only letter common to those two rows. If a person indicates the first and fourth rows, you will know that his cards are those representing the two S’s, and so on.

      The Magic Triplets.—This trick is precisely similar in principle to the last, but twenty-four (instead of twenty) cards are used, and they are dealt in triplets, instead of pairs. After the spectators have made their selection, you take up the cards as directed for the last trick, taking care to keep the respective triplets together. You then deal them in rows of six, the formula in this case being:

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