WO2013159627A1

WO2013159627A1 - Intellectual sweet wrapper

Info

Publication number: WO2013159627A1
Application number: PCT/CN2013/073350
Authority: WO
Inventors: 寇彩琴
Original assignee: Kou Caiqin
Priority date: 2012-04-23
Filing date: 2013-03-28
Publication date: 2013-10-31
Also published as: CN103377574A

Abstract

Disclosed is an intellectual sweet wrapper. The outer surface of the intellectual sweet wrapper has a printed layer. The printed content of the printed layer comprises: a natural number and an addition/subtraction/multiplication/division sum. The intellectual sweet wrapper enables a child to identify numbers, count and calculate, etc. in the manner of a game at the same time as eating and enjoying a sweet by means of the natural number and the addition/subtraction/multiplication/division sum on the outer surface of the sweet wrapper, thereby enabling study of mathematical knowledge, and developing the intelligence of the child.

Description

Intellectual sugar paper

TECHNICAL FIELD The present invention relates to the field of education, and in particular to an intellectual sugar paper. BACKGROUND OF THE INVENTION Candy is a favorite food for children. He or she eats and plays, and is happy and happy. It is easier for children to accept than traditional education. At present, all kinds of candy wrapping papers on the market pay attention to the complexity and beauty of the flower pattern, but it fails to make it entertaining and play a role in developing children's intelligence in happiness. SUMMARY OF THE INVENTION The object of the present invention is to solve the above problems with intellectual sugar paper. In an embodiment of the present invention, an intellectual sugar paper is provided, wherein an outer surface is provided with a printing layer; and the printed content of the printing layer includes: a natural number, an addition, subtraction, multiplication and division formula. The intellectual sugar paper of the above embodiment of the present invention allows children to eat candy and play candy, and can use the natural number of the outer surface of the sugar paper, addition and subtraction multiplication and division formulas, and recognize, count, calculate, etc. through the game mode. You can learn mathematics and develop children's intelligence while eating candy and playing with sugar paper. BRIEF DESCRIPTION OF THE DRAWINGS FIG. 1 shows a first printed content of an intellectual sugar paper; Figure 2 shows a second printed content of an intellectual sugar paper; Figure 3 shows a third printed content of an intellectual sugar paper; Figure 4 shows a fourth printed content of an intellectual sugar paper; A fifth printed content of an intellectual sugar paper is shown; Figure 6 shows a sixth printed content of an intellectual sugar paper; and Figure 7 shows a seventh printed content of an intellectual sugar paper. BEST MODE FOR CARRYING OUT THE INVENTION Hereinafter, the present invention will be further described in detail by way of specific embodiments and the accompanying drawings. In an intellectual sugar paper provided in an embodiment of the present invention, as shown in FIG. 1, FIG. 2, FIG. 3, FIG. 4, FIG. 5, FIG. 6, and FIG. 7, the outer surface is provided with a printing layer; The contents include: natural number, addition, subtraction, multiplication and division; natural numbers are natural numbers within 100; addition, subtraction, multiplication and division are calculations of addition, subtraction, multiplication and division of natural numbers within 100; addition, subtraction, multiplication and division of natural numbers within 100 include: and natural numbers within 100 Addition formula; a subtraction formula of a natural number whose number is reduced to 100; a product that is a multiplication formula of a natural number within 100; a division formula of a natural number whose dividend is within 100. The sugar paper may be cellophane, tissue paper, plastic paper, waterproof paper or ordinary paper. The printed content of the printed layer can be printed according to the batch of sugar paper, printing different contents, improving the diversity and novelty of the sugar paper, and specifically printing the natural number within 100: such as 1, 2, 3, etc., wherein the natural number can be certain Regular natural numbers, such as odd and even numbers; Brush 100 to compare the addition, subtraction, multiplication and division of the single tube: For example, "1+2=,,""90-10=,,""2 χ 3=,,,"8 ÷ 2=,,, cause children's computing interest It is also possible to improve the color and font of numbers according to the characteristics of children who like bright colors and cute objects, so that children can learn more mathematics during the process of playing. It is also possible for children to play games that find the same characteristics of the formula answer, such as finding a formula equal to 25; finding an equation whose answer is 0. In the above-mentioned intellectual sugar paper, the intellectual sugar paper may also be plural; the printed layers of the plurality of sugar papers are sequentially printed with a continuous natural number within 100. The printed layers of the plurality of sugar papers are successively printed with a continuous natural number, for example, "1" is printed on the first sheet of paper, "2" is printed on the second sheet of paper, and "3" is printed on the third sheet of paper. , and so on, the 99th sugar paper is printed with "99", 99 consecutive sugar papers are printed with 99 consecutive natural numbers. Each piece of sugar paper is produced in batches during production, and a fixed amount of mixture can be taken in each batch when used. Make children feel the diversity and continuity of natural numbers, and find out different or regular, even play Solitaire games, make the way of play more diverse, and entertain and learn, learn mathematics in play. In the above-described intellectual sugar paper, the printed layer may be printed with a 4 non-column combination of natural numbers within 100. The arrangement of natural numbers can be "1, 2", "1, 2, 3" and "1, 2, 3, 4", or the number "1, 2, 3, 5, 7, 11 that cannot be divisible. "Equivalent, or odd" 1, 3, 5", etc., even "2, 4, 6", etc., similar combinations of natural numbers consisting of different numbers of different numbers, by printing these arrangement combinations on the sugar paper printing layer It allows children to learn mathematics while eating sugar Yuanle, and allows children to discover the regularity of numbers and the interest in exploring digital mysteries in the process of Yuan. In the above-described intellectual sugar paper, the printed layer may be printed with a collection of natural numbers within 100. The set of natural numbers within 100 printed on the printed layer, the set may be a set of two numbers or three numbers, or a set of four numbers or five numbers or even more sets, preferably Collections are still based on certain rules, such as a collection of consecutive natural numbers.

{ 1 , 2, 3}, a set of odd numbers { 1 , 3, 5}, a set of even numbers {2, 4, 6}, etc., at the same time on the first layer of sugar paper, the second sheet of sugar paper, and the printing layer of the Nth sheet of sugar paper The collection is printed with, for example, { 1, 2, 1 }, {2, 3, 2}, {3, 4, 3}, etc., by printing these collections on the sugar paper printing layer, the children can enjoy the sugar while playing Learn mathematics and allow children to discover the regularity of numbers and the interest in exploring digital mysteries in the process of playing. In the above-mentioned intellectual sugar paper, the printed layer can be printed with an ordinal number within 100. The print layer is printed with an ordinal number within 100, which can be used to match the ordinal number with the picture of the item or the doll. Similar to the card, the child can play with the ordinated sugar paper, such as size, color, and color. The same, different, and so on, you can also play some games like Solitaire, provide a carrier for children, fully stimulate children's mathematical interest, and enable children to learn mathematics while playing. In the above-mentioned intellectual sugar paper, the printed layer of the intellectual sugar paper is printed with a corresponding rule or counterpart of the number within 100. Where the printed layer is printed with a corresponding rule or counterpart of the number within 100, the number may correspond to the item, for example, the candy paper printed with the number 1 is printed with a hat indicating the number 1 and the paper with the number 2 printed thereon. Two peaches with the number 2 are printed, five flowers with the number 5 are printed on the sugar paper with the number 5, and so on, so that the corresponding rules of the amount on the sugar paper become more vivid through the materialization. To improve children's interest in learning mathematics while playing. In the above-mentioned intellectual sugar paper, the intellectual sugar paper can also be more The printed layers of the plurality of intellectual sugar sheets are sequentially printed with corresponding rules or counterparts of the number within 100. The printed layer can also be printed with corresponding rules or counterparts within the number of 100, which can enable children to have a deeper understanding of the regularity of the quantity, and at the same time allow children to play games with ordinated sugar paper, such as size Similar to suits, find the same, find differences, etc., you can also play some games like Solitaire, provide a carrier for children, fully stimulate children's mathematical interest, and enable children to learn mathematics while playing. In the above-mentioned intellectual sugar paper, there are a plurality of intellectual sugar papers; the printed layers of the plurality of intellectual sugar papers are sequentially printed with a natural number arrangement within 100. It is also possible for children to understand the arrangement of natural numbers within 100 by sequentially arranging a combination of natural numbers printed within 100 or a combination of four numbers in a printed layer of a plurality of intellectual sugar sheets. For example, the first printed "1, 2, 3", the second printed "2, 3, 4", the third printed "3, 4, 5" and other regular natural number 4# columns, in turn By analogy, until the 97th sheet is printed with "97, 98, 99", each piece of sugar paper is produced in batches. When used, a fixed amount of mixture can be taken in each batch, so that children can feel the diversity and continuity of natural numbers. Find out the different rules and rules, and even play Solitaire games, make the play more diverse, and entertain and learn to learn math in play. In the above-mentioned intellectual sugar paper, there are a plurality of intellectual sugar papers; the printed layers of the plurality of intellectual sugar papers are sequentially printed with a collection of natural numbers within 100. The set of natural numbers within 100 on the printed layer, the set may be a set of two numbers or three numbers, or a set of four numbers or five numbers or even a set of more numbers, the most Good or a collection according to certain rules, such as a set of continuous natural numbers {1, 2, 3}, the set of odd numbers {1, 3, 5}, the set of even numbers {2, 4, 6}, etc., at the same time printing on the first sheet of sugar paper, the second sheet of sugar paper until the Nth sheet of sugar paper The layers are printed with the ratios {1, 2, 1 }, {2, 3, 2}, {3, 4, 3}, etc., each batch of sugar paper is produced during production, and can be taken out in batches when used. A fixed amount of mixing, so that children feel the diversity and continuity of natural numbers, let children find the rules in the summary of numbers, and find out the different points of the collection or the digital regularity, and even play the Solitaire game, entertain and enjoy, play Learned mathematics. In the above-mentioned intellectual sugar paper, there are a plurality of intellectual sugar papers, and the printed layers of the plurality of intellectual sugar papers are sequentially printed with an ordinal number within 100. A plurality of sugar papers sequentially printed with an order of 100 or less can be a regular collection. A plurality of intellectual sugar sheets are regularly printed with an ordinal number within 100, and a certain number of intellectual papers of each ordinal number are produced and mixed, so that children can be made. Finding patterns in the game and having an interest in learning mathematics. For example, find an equation equal to 25; find the formula whose answer is 0. The above is only the preferred embodiment of the present invention, and is not intended to limit the present invention, and various modifications and changes can be made to the present invention. Any modifications, equivalent substitutions, improvements, etc. made within the spirit and scope of the present invention are intended to be included within the scope of the present invention.

Claims

Rights request

1. An intellectual sugar paper, characterized in that the outer surface is provided with a printing layer;

The printed content of the printed layer includes: a natural number, an addition, subtraction, multiplication and division formula.

The intellectual sugar paper according to claim 1, wherein the natural number is a natural number within 100.

The intellectual sugar paper according to claim 2, wherein the addition, subtraction, multiplication and division formula is an addition, subtraction, multiplication and division formula of a natural number within 100;

The addition, subtraction, multiplication and division of the natural number within 100 includes: an addition formula of a natural number within 100; a subtraction formula of a natural number reduced by 100; a product of a multiplication of a natural number within 100; a dividend of less than 100 The division formula of natural numbers.

The intellectual sugar paper according to claim 2, wherein the natural number is an arrangement of natural numbers within 100.

The intellectual sugar paper according to claim 2, wherein the natural number is a set of natural numbers within 100.

The intellectual sugar paper according to claim 2, wherein the natural number is an ordinal number within 100.

The intellectual sugar paper according to claim 2, wherein the natural number is a corresponding rule or counterpart of the number within 100.

8. The intellectual sugar paper according to claim 4, wherein the plurality of intellectual sugar papers are plural, and the printed layers of the plurality of intellectual sugar sheets are sequentially printed with an arrangement of natural numbers within 100.

9. The intellectual sugar paper according to claim 4, wherein the plurality of intellectual sugar papers are plural, and the printed layers of the plurality of intellectual sugar sheets are sequentially printed with a set of natural numbers within 100.

10. The intellectual sugar paper according to claim 9, wherein the plurality of intellectual sugar sheets are plural, and the printed layers of the plurality of intellectual sugar sheets are sequentially printed with an ordinal number within 100.