JP3079728U - Magic board - Google Patents

Abstract

(57) [Summary] [PROBLEMS] To provide a magic board used for magic of numbers, which can show interest even in a small child and thereby is useful for emotional education. SOLUTION: In the case where 15 different pictures are arranged in an arbitrary order and numbers 1 to 15 are sequentially assigned to the 15 different pictures arranged in the arbitrary order, starting from the picture corresponding to 1, Starting with the first board (2) in which the pictures corresponding to the eight numbers selected every other eight times are drawn in an arbitrary arrangement, and the picture corresponding to 2, two consecutive numbers in the larger one are represented by 2 8 when 4 times are selected for each individual
Starting from the second board (3) in which the pictures corresponding to the numbers are drawn in an arbitrary arrangement and the picture corresponding to 4, and selecting four consecutive numbers twice in every four larger numbers Starting from the third board (4) in which pictures corresponding to the eight numbers are drawn in an arbitrary arrangement and the picture corresponding to 8, the eight consecutive numbers in the case where eight consecutive numbers are selected once are selected. A fourth board (5) on which a picture corresponding to the numeral is arbitrarily drawn.

Description

[Detailed description of the invention]

[0001]

[Technical field to which the invention belongs]

 The present invention relates to a magic board used for magic tricks, magic, emotional education, and the like, and more particularly, to a magic board used when a number in magic of numbers is replaced with a picture.

[0002]

[Prior art]

 Conventionally, there is a so-called “magic of numbers” in the class of magic and magic (hereinafter simply referred to as “magic”).

[0003] The magic of the numbers refers to numbers 1 to 15 or 1 to 31 of four or five boards, paper, cardboard, panels, etc. (hereinafter simply referred to as "boards"). Each of them is drawn according to a predetermined rule, and after the magic opponent selects one of the numbers 1 to 15 or 1 to 31, the selected number is displayed on the board while showing the board. It asks whether it exists or not, and guesses the number chosen by the other party based on the answer.

[0004] Among them, the one using the numerals 1 to 15 will be described in detail. First, one of the numerals 1 to 15 is assigned to each of the four boards in accordance with a predetermined rule. And make a board.

[0005] That is, the order of the first board, the second board, the third board, and the fourth board is determined in advance for the four boards. When numbers 5 are arranged in ascending order, starting from 1, every other 8 numbers are described in an arbitrary arrangement. More specifically, the numbers 1, 3, 5, 7, 9, 11, 13, and 15 are described in an arbitrary arrangement.

[0006] Next, on the second board, in the case where numbers 1 to 15 are similarly arranged in ascending order, eight numbers obtained by selecting two consecutive numbers four times every two starting from 2, The letters are described in an arbitrary arrangement. More specifically, the numbers 2, 3, 6, 7, 10, 11, 14, and 15 are described in an arbitrary arrangement.

[0007] Next, on the third board, in the case where numbers 1 to 15 are similarly arranged in the small order, eight numbers obtained by selecting four consecutive numbers twice every four places starting from 4 The letters are described in an arbitrary arrangement. More specifically, the numbers 4, 5, 6, 7, 12, 13, 14, 15 are described in an arbitrary arrangement.

In the fourth board, when numbers 1 to 15 are similarly arranged in ascending order, eight numbers obtained by selecting eight consecutive numbers once, starting from 8, are arbitrarily arranged. It is described in. More specifically, the numbers 8, 9, 10, 11, 12, 13, 14, and 15 are described in an arbitrary arrangement.

FIG. 7 is a diagram showing the relationship of this description. The numerals 1 to 15 correspond to the first to fourth boards, respectively, and the cases described on the boards are represented by ○. , And those not described are indicated by x.

[0010] As described above, first, the first board describes the numbers selected every other, starting from 1, and thereafter, starts from the number obtained by doubling the number that has been consecutively performed on the previous board, and repeats the number. Numbers are written on each of the four boards according to the rule that consecutive numbers are written with the selected number at intervals, and if numbers from 1 to 15 are written on the board 、, when not described, when arranged as ×, the same arrangement no longer exists as shown in FIG.

It is preferable to prepare a board on which all numbers from 1 to 15 are drawn and set this as the 0th board.

Next, the 0th board is shown to the opponent of the magic, and any one of the numbers 1 to 15 is selected, and the selected number is stored.

Then, while showing the first board to the fourth board in order to the other party, the player is asked whether each of the boards includes the selected number.

[0014] Then, as described above, the same arrangement as described above is indicated by ○ when each of the first to fourth boards among the numbers 1 to 15 is described, and × when not described. Since there is no such thing, by assigning the answer of the other party to the array, the number selected by the other party is naturally understood, and by showing this to the other party, the other party can be made to have a strange feeling.

In the above description, the case where the numbers 1 to 15 are used has been described. However, the magic of the numbers can be performed by using the numbers 1 to 31. FIG. It is a figure which showed the arrangement | sequence of description when the number of was used. That is, when using the numbers 1 to 31, the numbers are written on the board to be written according to the same rules as when the numbers 1 to 15 are used, and a fifth board is further created. In the case where numbers 1 to 31 are arranged in ascending order, 16 numbers obtained by selecting 16 consecutive numbers once, starting from 16, are described in an arbitrary arrangement.

As described above, the magic of numbers can be easily performed by anyone using a board made in accordance with a certain rule, but on the other hand, the number selected by the other party must be reliably applied. Can be fascinated by the magic of their magic.

[0017]

[Problems to be solved by the invention]

 However, since the traditional magic of numbers simply uses numbers, children may not be interested, especially when dealing with small children.

[0018] Therefore, an object of the present invention is to provide a magic board for use in the magic of numbers, which can show interest even in a particularly small child, thereby being useful for emotional education.

[0019]

[Means for Solving the Problems]

 The magic board of the present invention arranges 15 different pictures in an arbitrary order and assigns numbers 1 to 15 to the 15 different pictures arranged in the arbitrary order in order. Starting with the corresponding picture, the first board in which the pictures corresponding to the eight numbers selected every other eight times are drawn in an arbitrary arrangement, and the picture corresponding to 2, starting from the picture corresponding to 2 If two consecutive numbers are selected every other four times, the pictures corresponding to the eight numbers are drawn in an arbitrary arrangement, starting with the second board and the picture corresponding to four, and starting from the larger four. When consecutive numbers are selected twice every 4th, starting with the third board in which the pictures corresponding to the 8 numbers are drawn in an arbitrary arrangement and the picture corresponding to 8 and continuing to the 8 larger ones Corresponds to 8 numbers when selecting a number once It is as characterized by the with a, and fourth boards drew any.

In the magic board of the present invention, 15 different pictures are arranged in an arbitrary order, and the numbers 1 to 15 are divided in order into each of the 15 pictures arranged in the arbitrary order. By shaking, the numbers 1 to 15 in the above-mentioned magic of numbers are replaced with pictures, and this picture is drawn as a board drawn in accordance with the same rules as in the case of magic of numbers, and this board is used in the same way as magic of numbers It is possible to perform magic.

[0021] Therefore, even when magic is performed especially for a small child, it is possible to provide a magic board that can fully interest the other party and is useful for the emotional education of the child. It is possible.

[0022]

【Example】

 The embodiment of the magic board of the present invention will be described with reference to the drawings. The magic board of the present invention is composed of a 0th board 1 in which 15 different pictures are drawn in an arbitrary arrangement, and the 15th picture. Are arranged in an arbitrary order and numbers from 1 to 15 are allocated in order, and in accordance with the same rules as in the case of the magic of numbers described above, eight pictures out of fifteen pictures are divided into eight pictures. It is composed of the first to fourth boards 2 to 5 drawn in an arbitrary arrangement.

That is, FIG. 1 is a diagram showing a 0th board. In the present embodiment, the 15 different pictures are a picture of a dog, a picture of a cat, a picture of a monkey, a picture of a zebra, a picture of a wild boar. Picture, horse picture, rabbit picture, deer picture, bear picture, lion picture, cow picture, pig picture, elephant picture, hippo picture, giraffe picture. On the board, these 15 pictures are drawn in an arbitrary arrangement.

[0024] Then, numbers from 1 to 15 are assigned to the 15 pictures in the order described above, and then, from the first board to the fourth board according to the same rules as in the case of the magic of the numbers described above. Eight pictures are drawn in an arbitrary arrangement on each of the boards.

FIG. 6 shows the correspondence between the 15 pictures assigned with the numbers 1 to 15 and the 0th to 4th boards for drawing the 15 pictures assigned with the numbers. As shown in the figure, in this example, in the order of the pictures of dog, cat, monkey, zebra, wild boar, horse, rabbit, deer, bear, lion, cow, pig, elephant, hippo, giraffe The numbers 1 to 15 are assigned to each picture.

On the first board 2, eight pictures corresponding to every other numeral are drawn in an arbitrary arrangement, starting from the picture of the dog corresponding to 1. That is, FIG. 2 is a diagram showing the first board 2. The first board 2 includes a picture of a dog, a picture of a monkey, a picture of a wild boar, a picture of a rabbit, a picture of a bear, and a picture of a cow. A picture, a picture of an elephant and a picture of a giraffe are drawn.

Next, on the second board 3, starting from the picture of the cat corresponding to 2, and increasing to the larger number, the eight numbers when two consecutive numbers are selected four times at intervals of two The corresponding picture is drawn in an arbitrary arrangement. That is, FIG. 3 is a diagram showing the second board. The second board 3 includes a cat picture, a monkey picture, a horse picture, a rabbit picture, a lion picture, a cow picture, There are pictures of hippos and giraffes.

Next, on the third board 4, starting from the picture of the zebra corresponding to 4, eight numbers when four consecutive numbers are selected twice in every fourth one The picture corresponding to is drawn in an arbitrary arrangement. That is, FIG. 4 is a diagram showing the third board. The third board 4 includes a zebra picture, a wild boar picture, a horse picture, a rabbit picture, a pig picture, an elephant picture, and a hippo picture. And a giraffe.

Next, on the fourth board 5, starting from the picture of a deer corresponding to 8, pictures corresponding to eight consecutive numbers are drawn in an arbitrary arrangement. That is, FIG. 5 is a diagram showing the fourth board 5, which includes a deer picture, a bear picture, a lion picture, a cow picture, a pig picture, and an elephant picture. , A picture of a hippo and a picture of a giraffe.

When each picture is drawn in an arbitrary arrangement from the first board to the fourth board in this way, for each of the 15 pictures corresponding to 1 to 15, Assuming that あ る is drawn when the mark is drawn and X is where the mark is not drawn, there is no one having the same arrangement of ○ and × as shown in FIG.

Therefore, by using these five boards, it becomes possible to perform the same magic as the conventional magic of numbers.

That is, when performing magic using the magic board of the present invention, first, the 0th board 1 is shown to the other party, and the 15 pictures drawn on the 0th board 1 are displayed. Select any one of them and memorize it without giving it to your mouth.

Next, the first board 2 is shown to the other party, and it is asked whether the selected picture is drawn in the first board 2.

Next, the second board 3 is shown to the other party, and it is asked whether the selected picture is drawn in the second board 3.

Next, the third board 4 is shown to the other party, and it is asked whether the selected picture is drawn in the third board 4.

Next, the fourth board 5 is shown to the other party, and it is asked whether the selected picture is drawn on the fourth board 5.

Then, by applying those answers to a table as shown in FIG. 6, for example, it becomes clear what the picture selected by the other party is, a strange feeling is left for the other party, and magic is left. It is established as h.

At this time, in the present embodiment, since the pictures of the animals corresponding to 1 to 15 are drawn on the 0th to 4th boards, even if the other party is a particularly small child, it is interesting. It is possible to participate in magic with.

In the above-described embodiment, the case where the picture of an animal is used has been described. However, the picture drawn on each board is not necessarily limited to the picture of an animal. It may be a picture.

In the above-described embodiment, the case where the 0th board on which all 15 pictures are drawn is used has been described. However, the 0th board is not always necessary, and the 15 pictures are determined. This is not necessary if you have. For example, when one person is selected from a well-known song group composed of 15 members, the 0th board is unnecessary.

Further, as described above, the magic of the numbers can be performed by using the numbers of 1 to 31. Therefore, the magic board of the present invention also uses 31 different pictures in accordance with this. Arrange them in an arbitrary order, assign numbers 1 to 31 to each picture in order, draw pictures on each of the 0th board to the 5th board according to the arrangement shown in FIG. Is also good.

Further, the picture to be drawn on each board may be of an inset type, that is, a recess similar to the picture to be drawn is formed at the position where the picture is drawn on each board, and the picture is fitted into the recess. In such a case, characters indicating the picture to be fitted may be written in the recess of each board. Then, it can be used not only as a magic board, but also as an educational board for character practice.

[0043]

[Effect of the invention]

 The magic board of the present invention is embodied in the form described above, and has the following effects.

The magic board of the present invention has a structure in which 15 different pictures are arranged in an arbitrary order and numbers 1 to 15 are sequentially assigned to the 15 different pictures arranged in the arbitrary order. Starting with the picture corresponding to 1, the picture corresponding to the eight numbers selected every other eight times in an arbitrary arrangement and the first board drawn with the picture corresponding to 2 are large. When two consecutive numbers are selected every other four times, the picture corresponding to the eight numbers is drawn in an arbitrary arrangement, starting from the second board and the picture corresponding to four, starting with the larger one. In the case where four consecutive numbers are selected twice for every four, the picture corresponding to the eight numbers is drawn in an arbitrary arrangement and the picture corresponding to eight starts with the picture corresponding to eight 8 numbers when one consecutive number is selected And a fourth board in which a picture corresponding to the character is arbitrarily drawn.

As described above, in the magic board of the present invention, 15 different pictures are arranged in an arbitrary order, and the numbers 1 to 15 are assigned in order to each of the 15 pictures arranged in the arbitrary order. By assigning, the numbers 1 to 15 in the magic of numbers are replaced with pictures, and it is possible to perform magic similar to the magic of figures using the board on which this picture is drawn. Even when performing magic, it is possible to provide a magic board that is not only interested in the other party but also useful for emotional education of children.

[Brief description of the drawings]

FIG. 1 is a perspective view of a magic board according to an embodiment of the present invention;
It is a figure for explaining the 3rd board.

FIG. 2 shows a first embodiment of the magic board according to the present invention.
It is a figure for explaining the 3rd board.

FIG. 3 shows a second embodiment of the magic board according to the present invention.
It is a figure for explaining the 3rd board.

FIG. 4 shows a third embodiment of the magic board according to the present invention.
It is a figure for explaining the 3rd board.

FIG. 5 shows a fourth embodiment of the magic board according to the present invention.
It is a figure for explaining the 3rd board.

FIG. 6 is a view for explaining a picture drawn on each board in the embodiment of the magic board of the present invention.

FIG. 7 is a diagram for explaining a conventional magic of numbers.

FIG. 8 is a diagram for explaining a conventional numeric magic.

[Explanation of symbols]

 1 0th board 2 1st board 3 2nd board 4 3rd board 5 4th board

Claims (5)

[Utility model registration claims] 1. A method of arranging 15 different pictures in an arbitrary order and assigning numbers 1 to 15 to the 15 different pictures arranged in the arbitrary order in order, starting from the picture corresponding to 1. 8 selected every other 8 times
Starting with the first board (2) in which the pictures corresponding to the numbers are drawn in an arbitrary arrangement and the picture corresponding to 2, and selecting two consecutive numbers four times every two larger numbers The second board (3) in which pictures corresponding to eight numbers are drawn in an arbitrary arrangement
Starting from the picture corresponding to 4, the third board (4) in which pictures corresponding to the eight numbers are drawn in an arbitrary arrangement when four consecutive numbers are selected twice every four in a larger direction. )
And a fourth board (5) that starts with a picture corresponding to 8 and arbitrarily draws a picture corresponding to the eight numbers when eight consecutive numbers are selected once in a larger direction. Magic board. 2. Starting from the picture corresponding to 1 when 15 different pictures are arranged in an arbitrary order and numbers 1 to 15 are sequentially assigned to the 15 different pictures arranged in the arbitrary order. 8 selected every other 8 times
Starting with the first board (2) in which the pictures corresponding to the numbers are drawn in an arbitrary arrangement and the picture corresponding to 2, and selecting two consecutive numbers four times every two larger numbers The second board (3) in which pictures corresponding to eight numbers are drawn in an arbitrary arrangement
Starting from the picture corresponding to 4, the third board (4) in which pictures corresponding to the eight numbers are drawn in an arbitrary arrangement when four consecutive numbers are selected twice every four in a larger direction. )
Starting from the picture corresponding to 8, a fourth board (5) on which an arbitrary picture corresponding to the eight numbers is selected once when eight consecutive numbers are selected in the larger direction once; A magic board comprising a 0th board (1) in which all different pictures are drawn in an arbitrary arrangement. 3. A picture corresponding to 1 when 31 different pictures are arranged in an arbitrary order and numbers 31 to 31 are sequentially assigned to the 31 different pictures arranged in the arbitrary order. The first board in which pictures corresponding to 16 numbers in the case of selecting every other 16 times are drawn in an arbitrary arrangement and the picture corresponding to 2, starting from the picture corresponding to 2, two consecutive numbers are set to 2 The second board in which the pictures corresponding to the 16 numbers in the case of selecting every 8 times in an arbitrary arrangement, and the picture corresponding to 4, starting with the picture corresponding to 4, place 4 consecutive numbers in the larger one In the case of selecting four times, the third board in which pictures corresponding to 16 numbers are drawn in an arbitrary arrangement and the picture corresponding to 8, starting with the number corresponding to eight larger numbers, and selecting two consecutive numbers twice Corresponding to the 16 numbers in The fourth board where the arbitrary picture is drawn, and the fifth picture where the arbitrary picture corresponding to the 16 numbers is selected when 16 consecutive numbers are selected once, starting from the 16 corresponding pictures. Board, and a magic board with. 4. Starting from the picture corresponding to 1 when 31 different pictures are arranged in an arbitrary order and numbers 31 to 31 are sequentially assigned to the 31 different pictures arranged in the arbitrary order. The first board in which pictures corresponding to 16 numbers in the case of selecting every other 16 times are drawn in an arbitrary arrangement and the picture corresponding to 2, starting from the picture corresponding to 2, two consecutive numbers are set to 2 The second board in which the pictures corresponding to the 16 numbers in the case of selecting every 8 times in an arbitrary arrangement, and the picture corresponding to 4, starting with the picture corresponding to 4, place 4 consecutive numbers in the larger one In the case of selecting four times, the third board in which pictures corresponding to 16 numbers are drawn in an arbitrary arrangement and the picture corresponding to 8, starting with the number corresponding to eight larger numbers, and selecting two consecutive numbers twice Corresponding to the 16 numbers in The fourth board where the arbitrary picture is drawn, and the fifth picture where the arbitrary picture corresponding to the 16 numbers is selected, starting from the 16 corresponding pictures and selecting 16 consecutive numbers once in a larger direction. And a 0th board in which all the 31 different pictures are drawn in an arbitrary arrangement. 5. The magic board according to claim 1, wherein the picture drawn on the board is made detachable.