CN202191678U - Diamond Chess - Google Patents

Abstract

The utility model relates to a teaching aid or a chess toy. The rhombus chess is composed of two chess pieces and a chessboard. The two chess pieces are formed by combining two rhombuses in contact with each other on a plane to form two and only two different combinations. The chessboard is formed by combining the rhombuses in contact with each other on a plane to form similar rhombuses. The side length of the similar rhombuses is an integral multiple of the side length of the rhombuses. The utility model has a simple structure and low cost. It provides a chess toy similar to Go. Players need certain topological geometry knowledge. It can enable people to cultivate image thinking, train memory ability and improve intelligence level by using their hands and brains.

Description

Diamond Chess

technical field

The utility model relates to a teaching aid or a chess toy, in particular a rhombus chess which is a high-grade chess toy similar to Go, which enables teachers to have an effective tool after school to enable students to apply the knowledge they have learned and to use their hands and brains. By training students' memory ability, cultivating image thinking, and stimulating people's potential innovation ability.

Background technique

The technical content of current similar products is on the low side, especially the improvement of modern people's living standards requires entertainment on a higher level of knowledge. In order to adapt to this change, the rhombus chess can solve this problem, which seems simple. It is not easy to play well, and it provides an advanced chess toy similar to Go.

Contents of the invention

In order to solve the problem of tools for people to use their hands and brains, the utility model provides a rhombus chess according to topological geometry knowledge, which can enable people to cultivate imagery thinking, train memory ability, and improve intelligence level by using hands and brains.

The scheme that the utility model adopts is:

The rhombus chess is made of two chess pieces and a chessboard, and the two chess pieces are formed by combining two rhombus edge-to-edge contacts on a plane and only have two different combinations. The two chess pieces are used as A basic unit, the chessboard is a similar rhombus formed by combining the rhombuses side by side on a plane, and the side length of the similar rhombus is an integer multiple of the side length of the rhombus. Described chessboard is drawn with the ruled line that side-to-side contact of equilateral triangle, the rule requires to play chess according to the ruled line when playing chess, and the winner is the person who falls more chess pieces. In the game, an "empty" with an area smaller than the chess pieces will be formed, and this "empty" will "not return" because there is no corresponding chess piece put in, but the rules may or may not allow it. The "empty" makes the opponent's chess pieces When you can't fight, your own pieces can't fight. At this time, the rhombus chess is to surround and force the opponent's last chess piece to fail by making some of the "empties", thereby winning. When playing chess, the chess pieces held by the two sides have different colors, and the chess pieces held by each are multiples of the basic unit. When two people each hold 18 basic units, they respectively hold 36 chess pieces. If the side length of the rhombus is 1 units, a rhombus chessboard of 12×12 is adopted, that is, the side length of the chessboard is 12 times of the side length of the rhombus. It is also possible to each hold different numbers of chess pieces of the basic unit, and use corresponding chessboards with different areas when playing chess.

The beneficial effects of the utility model are:

The rhombus chess is simple in structure and low in cost, and provides a chess toy similar to Go, which seems to be simple but contains sophistication. Depending on the number of chess pieces held by different groups of people, players need certain knowledge of topological geometry, memory training, and image thinking.

Description of drawings

Below in conjunction with the figure of the present utility model further explanation:

Fig. 1 is described diamond plan view;

Fig. 2, Fig. 3 are the plan views of described two chess pieces;

Fig. 4 is an example of described chessboard;

Figure 5 is an example of the "empty";

Figure 6 is an example of the first two hands of the game in progress.

In the figure, chess piece No. 1.1 and chess piece No. 2.2.

Detailed ways

Figure 1 is the rhombus plan view.

As Fig. 2 to Fig. 3 are the plan views of described two chess pieces (1) (2), are to form two kinds of different combinations that only two rhombuses are combined in contact with each other edge-to-edge on the plane, so Described rhombus chess is made of described two chess pieces and chessboard.

Figure 4 is an example of the chessboard, the chessboard is a similar rhombus formed by combining the rhombuses side-to-side on a plane, and the side length of the similar rhombus is an integer of the side length of the rhombus Times, as shown in Fig. 4 is the rhombus chessboard of 12 * 12, and described chessboard side length is 12 times of described rhombus side length. Other rhombus boards with different areas can be deduced by analogy.

Figure 5 is an example of the "empty", the upper right corner of the asterisk (★) part in Figure 5 is an example of the "empty" made by the No. 2 chess piece, the chess pieces of both sides can no longer be assembled, the rules The game is allowed to continue.

As shown in Figure 6, it is an example of the first two hands in the game, and the one with the most chess pieces wins at last.

Claims (1)

1. rhombus chess; Constitute by two chess pieces and chessboard; It is characterized in that: said two chess pieces are two rhombus edge-to-edges to be combined contiguously to be formed with and only two kinds of different combinations in the plane; Said chessboard be by said rhombus in the plane the edge-to-edge combine contiguously and the similar rhombus that forms, the said mutually rhomboid length of side is the integral multiple of the said rhombus length of side.

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