KR20090045015A - Game system and game method using solid board - Google Patents

Abstract

The present invention relates to a system and method for providing a three-dimensional checkerboard of hexahedron with a checkerboard lattice pattern on each side in cyberspace, and to play a game of placing the checkerboard at the intersection of each lattice of the three-dimensional checkerboard. There is a grid-like pattern of the checkerboard on each side of the six sides constituting the outside of the cube, and outputting a three-dimensional checkerboard connected to the horizontal line and the vertical line of the horizontal line and the vertical line constituting the grid, respectively; Receiving a selection of an intersection of the board to be placed by the player playing the game; Outputting the player's Go egg at the selected intersection; Storing the location of the selected block selected by the game player; And determining the winning or losing of the game according to a predetermined rule before the game by using the position of the checkerboard selected by the player. It relates to a game method using a three-dimensional board, and a game system using the same.

According to the present invention, since the game is played on a three-dimensional board, the fun of the game can be more doubled, and there is an advantage that the game can be fully enjoyed even on a small output screen.

Concave, go, solid

Description

Game system using cubic Baduk board and method

The present invention relates to a game system and a method using a three-dimensional checkerboard, and more particularly, to provide a three-dimensional checkerboard of the cube in which the checkerboard grid is drawn on each side in cyberspace, and to check the checkerboard at the intersection of each grid pattern of the three-dimensional checkerboard The present invention relates to a system and a method for playing a game.

The game of putting the checkerboard on the board includes concave, go, etc. The game is played by placing the board at the intersection of each line of the checkerboard grid.

In the case of concave, the game rules are decided to win when five or more boards are placed in a row in the horizontal, vertical or diagonal direction of the board, and the boards are connected in a straight line. In the case of covering with a checkerboard game rules are determined in such a way as to acquire the opponent checkerboard located in it.

On the other hand, the game using the checkerboard may be provided as a game program for one or two persons in a virtual space in a terminal such as a personal computer, a mobile phone.

However, the current concave or go game program is made in a two-dimensional plane has the disadvantage that it feels somewhat fresh compared to other games.

In recent years, more and more people are playing games using mobile terminals such as mobile phones, PDAs, and PMPs. When the boards of 19 × 19 lines are displayed on the screen of the mobile terminal, the patterns of the boards are so small that the naked eye can see them. There are disadvantages that are difficult to identify.

For this reason, interest in games such as engrave, go, etc. is getting farther away, especially the supply of game programs through mobile terminals is a very bad situation.

In order to solve the above problems, an object of the present invention is to provide a game system that can enjoy concave, go, etc. on the solid cube of the cube.

SUMMARY OF THE INVENTION In order to solve the above problems, an object of the present invention is to provide a game method for enjoying concave, go, etc. in a three-dimensional checkerboard of a cube, and a computer-readable recording medium recording a program for realizing the method.

In order to achieve the above object, the present invention has a grid-like pattern of the checkerboard on each side of the six sides constituting the outside of the cube, the horizontal line and vertical line constituting the grid pattern is connected to the horizontal line and vertical line of the adjacent surface, respectively A screen output unit which outputs a three-dimensional board and outputs the board at the intersection selected by the player playing the game among the intersections of the horizontal and vertical lines of the three-dimensional board; An input unit for receiving a position of an intersection where the board is to be placed and a board of a three-dimensional board to be output; A storage unit to store the location of the player selected by the player; And an operation unit for determining a game win or lose according to a predetermined rule before the game by using the position of the checkerboard selected by the player.

In addition, in order to achieve the above object, the present invention has a grid-like pattern of the checkerboard on each side of the six sides constituting the outside of the cube, the horizontal line and the vertical line of the grid line adjacent to the horizontal line and vertical line respectively Outputting a three-dimensional checker board to be connected; Receiving the selection of the position of the intersection of the horizontal line and the vertical line to be placed on the three-dimensional board from the player playing the game; Outputting the player's Go egg at the selected intersection; Storing the location of the selected block selected by the game player; And determining the winning or losing of the game according to a predetermined rule before the game by using the position of the checkerboard selected by the player.

Here, the game is preferably concave or go.

In addition, the number of horizontal lines and vertical lines representing the lattice pattern of each surface of the three-dimensional checkerboard is preferably 6-9 lines.

In addition, the shape of the checkerboard is a sphere, the step of outputting the checkerboard to the selected intersection is preferably outputting the checkerboard and the three-dimensional checkerboard so that the position of the center point of the checkerboard is located at the intersection.

Further, a straight intersection point after the vertex of the checkerboard placed along the corner connected to the vertex of the three-dimensional board is connected to the vertex, the horizontal horizontal nearest to the vertex of the intersection of the surface does not contact the corner on which the checkerboard is placed At least one of an intersection point in a direction, an intersection point in a vertical direction, and an intersection point in a diagonal direction, and a rule regarding the position of the intersection point in a linear direction after the vertex is preferably made to be set before the game by the player.

On the other hand, in order to achieve the above object, the present invention provides a computer readable recording medium having recorded thereon a program for realizing the above method.

According to the present invention, since the game is played on a three-dimensional board, the fun of the game can be more doubled, and there is an advantage that the game can be fully enjoyed even on a small output screen.

In addition, there is an advantage that can increase the sense of space for the three-dimensional through the game.

Hereinafter, exemplary embodiments of the present invention will be described in detail with reference to the accompanying drawings.

1 illustrates an example of a game screen of the present invention.

As shown in Figure 1, the present invention is the game proceeds by placing a checkerboard on the three-dimensional checkerboard of the cube with a grid pattern of the checkerboard on each side.

At this time, each side does not constitute a separate checkerboard, but each side constitutes a checkerboard connected to each other.

For this reason, the line at each corner of the cube represents either a horizontal line or a vertical line of the checkerboard, depending on its position, and the horizontal lines and vertical lines forming the checkerboard plaid on each side are the horizontal lines forming the checkerboard plaid of the other adjacent sides. And vertical lines.

The three-dimensional checkerboard of the present invention may be a rectangular parallelepiped, but in order to show as much of the checkerboard as possible on a small screen such as a mobile phone, it is preferable that it is a cube.

In addition, the number of horizontal lines and vertical lines constituting the grid of the checkerboard implemented on each side of the cube is preferably between 6-9 lines.

When the number of horizontal lines and vertical lines implemented on one side is too large, there is a disadvantage in that identification of the checkerboard is too small on a small screen of a mobile terminal such as a mobile phone.

In addition, when the number of the checkerboard can be placed on one side of the board too much has the disadvantage of diluting the purpose of the present invention to double the fun by playing the game while turning the cube.

On the contrary, if the number of horizontal lines and vertical lines implemented on one side is too small, it may be difficult to proceed smoothly, and even if the board of six sides is used, there is a risk that the game is not divided.

The game implemented by the present invention may be used as a single-player game in which a computer is used as an opponent player, or as a two-player game played by two users.

When used as a two-player game, the game may be performed by alternately placing a checkerboard in a single device, or may be performed by an online game in which each player connects to a server and plays a game. .

Even when the checkerboard is a three-dimensional shape like a cube, using all six sides of a cube and using only a few sides has a big difference in what should be considered when playing a game, and how to calculate who has won according to game rules.

For example, in the case of limiting only one of the six surfaces of the cube that surrounds the square pillar, that is, the plane located in a straight line on the development of the cube, the shape of the checkerboard is long and rectangular. There is no difference in manner.

As shown in FIG. 2, when the entire flat board 10 having a long rectangular 6 × 24 line cannot be output on one screen, only the dotted line 20 is output on the screen. Is a checkerboard screen with six horizontal and vertical lines on one side, which has a horizontal line and a vertical line of 6 × 6, and a solid checkerboard with a checkerboard pattern that has only a shape corresponding to the shape of a square pillar of the cube. There is no significant difference from the case of showing only one side of.

That is, since the long rectangular flat checkerboard 10 has the same shape as the developed view of the square pillar checkerboard 40 having one side connected to the checkerboard having 6 × 6 rows, the rectangular rectangular checkerboard 10 actually has a long rectangular planar checkerboard 10 ), The game method, the strategy to be taken, the screen configuration, and the like are almost the same in playing the game on the three-dimensional board 40.

However, if two other surfaces are used in addition to the previous four surfaces, the coordinates located at the vertices of the cube can be interesting because various rules can be applied and various strategies can be established accordingly. There are also many different ways to decide whether to win or lose according to the rules.

A detailed method will be described later.

3 is a block diagram showing the configuration of the system of the present invention.

The game system of the present invention includes a screen output unit 110, an input unit 120, an operation unit 130, and a storage unit 140.

The screen output unit 110 outputs a three-dimensional checkerboard on which the checkerboard is drawn on each side of the cube on the output screen, and when the game player selects the checkerboard output, the three-dimensional checkerboard is rotated or simply outputted accordingly. Change the output screen by changing the board, and if the player selects a specific intersection on the board, control the screen so that the screen of the board placed at the intersection of the checkerboard's grid is displayed according to the selection. do.

The checkerboard output by the screen output unit 110 has a checkerboard grid pattern is represented on each side of the cube, the horizontal line and vertical line of the checkerboard of each side is connected to the horizontal line and vertical line of the checkerboard of the adjacent surface, respectively.

At this time, the three-dimensional checkerboard output by the screen output unit 110 may be a cube or a cube, but more preferably a cube, the number of lines drawn on one side is preferably 6-9 lines As we saw earlier.

In addition, when outputting the three-dimensional checkerboard, the screen may be output so that only one of the six faces are visible, or may be output in the form of a perspective view as shown in Figure 1 so that three adjacent surfaces around the vertices are simultaneously output. have.

In addition, even if one side of the three-dimensional checkerboard is to be outputted, only the screen of one side selected by the player may be outputted, and the screen to be divided into a plurality of screens, and each of the divided screens on the different screens You can also make this output.

For example, when each surface of the three-dimensional checkerboard is called the first surface, the second surface, the third surface, the fourth surface, the fifth surface, and the sixth surface, the output screen is divided into six sections, and the divided sections are divided. From the first side to the sixth side may be output.

It is desirable for the output of such a screen to be selected by the player.

For example, if the screen of the monitor is larger than a certain size, such as a personal computer, there may be no problem in identifying the checkerboard even if each side is output, but the output screen is small, such as the output screen of a mobile phone. In the case of outputting each face at the same time, it may be difficult to identify the location of the checkerboard, and it may be desirable to output a screen showing only one face.

On the other hand, the shape of the checkerboard output through the screen output unit 110 of the present invention has the shape of a sphere or a regular polyhedron, it is preferable to output so that the center of the sphere or regular polyhedron is located at the intersection of the horizontal line and the vertical line of the checkerboard.

4 illustrates a case in which a rectangular checkerboard 210 is placed on the checkerboard 220.

As shown in FIG. 4, the screen output unit 110 determines and outputs the position where the checkerboard is placed so that the center 221 of the checkerboard 210 and the intersection 221 of the horizontal line and the vertical line of the checkerboard 220 coincide with each other.

The reason why the shape of the checkerboard is a sphere or a regular polyhedron is because when the output on the screen in such a manner can minimize the difference in the expression method according to the position of the checkerboard.

If the checkerboard is to be output in a plane form in close contact with the surface of the checkerboard, as shown in Figure 5 in the case of the checkerboard placed on the corners and vertices, only a part of the checkerboard will be seen is not good.

However, if the checkerboard is spherical as shown in FIG. 4 and the intersection point of the center of the checkerboard is matched, the shape is maintained at the corners and vertices as shown in FIG.

In addition, even in the case of rotating the three-dimensional checkerboard, there is an advantage that does not need to change the shape of the checkerboard according to its position even in the position change according to the rotation.

FIG. 15 illustrates a state in which a three-dimensional checkerboard is output during a game when the checkerboard has a shape of a sphere. As shown in FIG. 15, in the case of the checkerboard placed at the corners or vertices, the shape is not unnatural and has a natural visual appearance.

The input unit 120 receives the rotation of the checkerboard output from the player, and receives the position where the checkerboard is placed.

The storage unit 140 stores the positions where the checkerboard is placed for each player on each side of the checkerboard.

The operation unit 130 is applied to the rules for the game, and calculates the win or lose of the game according to the position of the checkerboard.

How to calculate the game win or lose is first determined according to a predetermined game rule.

For example, in the case of a concave game, when five checkers of the same color are arranged in a straight line, it is recognized as a victory of the player who plays the game using the checkerboard.

At this time, an important part of the present invention is the case where the checkerboard is located at the corners or vertices, the case of the continuous checkerboard is arranged on the checkerboard of different surfaces.

In the present invention, a method for determining whether a straight line is basically determined based on whether it is positioned on a straight line on the developed view of the three-dimensional board.

Figure 7 shows a development of the three-dimensional checker board of the present invention.

If the checkerboard of FIG. 7 is a flat checkerboard, the result of the checkerboard placed on the checkerboards of the fifth surface 705, the third surface 703 and the fourth surface 704 of FIG.

However, it may be difficult to judge a win or lose immediately if you look in three dimensions or not in a developed view.

8 to 10 illustrate screens when the third surface 703, the fifth surface 705, and the fourth surface 704 of the board shown in FIG. 7 are separately outputted. 11 illustrates a screen in which the board of FIG. 7 is output in the form of a perspective view in the form of a three-dimensional board.

As shown in FIGS. 8 to 11, when all six faces of the cube are used as a checkerboard, a concave recess is simply formed on a planar checkerboard, or a three-dimensional checkerboard using only four faces surrounding a square pillar of the cube (development diagram has a rectangular shape. It is not easy to judge whether or not the game is concave in the case of the concave three-dimensional checkerboard).

In particular, as shown in Figure 12, when the checkerboard is placed on the vertex, the application of the rule may be a problem.

When the three-dimensional checkerboard of FIG. 12 is expressed on an expanded view as shown in FIG. 7, it is as shown in FIG. 13.

As shown in FIG. 13, even when the position of the black stone is placed at the intersection 1301 in the horizontal direction on the development view, it can be seen that five black stones are continuously connected in a straight line on the development view, and the position of the black stone is in the vertical direction on the development view. Even when placed at the intersection point 1302, it can be seen that five black stones are connected in a straight line in a development view.

In this case, as long as the black stone is placed at the intersection of one of the horizontal and vertical intersections 1301 and 1302, it may be a victory of the player who plays the game using the black stone, and only if the black stone is placed at both intersections. It may be that player's victory.

In addition, when the black stone is placed at the intersection point 1303 in the diagonal direction, which can be seen as the most straight line when viewed from the perspective board shown in the perspective view, the player may win.

Thus, it is possible to apply a variety of rules around the intersection of the corner portion, and also possible to establish a variety of strategies according to the rule has the advantage that can double the fun compared to the concave game proceeding on the existing plane.

At this time, the player who plays the game can be more interesting if he or she can directly set the straight line direction at the vertex.

On the other hand, in the case of Go, the application of the rule in other parts can be the same as the application of the rule applied on the plane spread out in the developed view, and in the case of stones placed at the vertices, the three adjacent points of the three edges connected to the vertices are blocked. In this case, it is desirable to be able to obtain a stone placed at a vertex.

The calculating unit 130 determines the winning or losing of each player based on these rules.

Taking the concave as an example, the operation unit 130 has an upper, lower, left, right, upper left from the intersection where the position of the next intersection and the position of each intersection become a straight line in the horizontal, vertical and diagonal directions for each intersection of the three-dimensional board. Information about which direction is left, bottom left, top right, and bottom right is stored.

In addition, a rule on how to position the straight line at the vertex should also be stored, and this rule can be set before each game by the player as described above.

If the player's checkerboard is placed at the intersection with the already placed checkerboard, the operation unit 130 determines whether the new checkerboard is a checkerboard of the same color. If it is determined that five dogs are in a row, it is determined that the player wins.

14 is a flowchart illustrating a method of the present invention.

The game implemented by the present invention may be used as a single-player game in which the computer is used as an opponent player, or may be used as a two-player game played by two users, and when used as a two-player game, one device As described above, it can be performed in a manner in which two people alternately place a checkerboard in the game, or in an online game in which each player connects to a server and plays a game.

Hereinafter, the method of the present invention will be described mainly on the progress of the game of any one player.

When the game starts, the screen output unit 110 outputs a three-dimensional board on the screen (1401).

The three-dimensional checkerboard is a cube or cuboid shape, and a checkerboard grid pattern is expressed on each side of the cube, and the horizontal and vertical lines of the checkerboard of each side are connected to the horizontal and vertical lines of the checkerboard of adjacent sides, respectively. It is preferable that the number of lines drawn on the checkerboard is 6-9 lines.

In addition, the three-dimensional checkerboard may be a screen output so that only one of the six sides to be seen, or in the form of a perspective view as shown in Figure 1 may be output at the same time three adjacent to the vertex at the same time, the three-dimensional checkerboard Even if one side of the screen is to be outputted, the screen of only one side selected by the player may be outputted, or the screen to be divided into a plurality of screens, and the screens of different sides to be outputted to each divided screen may be output. May be as described above.

When the player selects the board output on the screen through the input unit 120 (1402), the screen output unit 110 rotates the three-dimensional board according to the input or the way to change the output board, etc. The output screen is changed and output (1403).

When the player selects the desired intersection point through the input unit 120 (1404), the screen output unit 110 outputs the screen so that the player's checkerboard is placed at the intersection point (1405), and the storage unit 140 stores each of the screens. The player selects the location of the selected block (1406).

In addition, the operation unit 130 determines whether or not the game is determined according to a predetermined rule based on the position of the checkerboard selected by each player (1407), and terminates the game.

At this time, the shape of the checkerboard output through the screen output unit 110 is a spherical shape, it is preferable to output so that the center of the sphere is located at the intersection of the horizontal line and the vertical line of the board as described above.

In addition, the rules on how to determine the direction of the straight line at the vertex can be set directly by the player playing the game before the game, and the operation unit 130 as described above is also determined as described above.

The method of the present invention can also be embodied as computer readable code on a computer readable recording medium. The computer-readable recording medium includes all kinds of recording devices in which data that can be read by a computer system is stored. Examples of computer-readable recording media include ROM, RAM, CD-ROM, magnetic tape, floppy disk, optical data storage, and the like, and may also be implemented in the form of a carrier wave (for example, transmission over the Internet). Include. The computer readable recording medium can also be distributed over network coupled computer systems so that the computer readable code is stored and executed in a distributed fashion.

1 is a diagram illustrating an example of a game screen of the present invention.

FIG. 2 is a view showing an example of an output screen of a long rectangular flat checkerboard and an output screen of a rectangular pillar-shaped three-dimensional checkerboard;

3 is a block diagram showing a configuration of the present invention.

4 is a diagram illustrating a case where a rectangular-shaped checkerboard is placed on a checkerboard;

5 is a view showing an example of the output screen when the checkerboard used in the three-dimensional board of the present invention is not three-dimensional

6 is a view showing an example of the output screen in the case of a checkerboard sphere used in the three-dimensional checkerboard of the present invention

7 is a view showing a developed view of a three-dimensional board.

8 to 10 are views illustrating a screen when the third surface 703, the fifth surface 705, and the fourth surface 704 of the board shown in FIG. 7 are separately outputted.

FIG. 11 is a diagram illustrating a screen in which the board of FIG. 7 is output in the form of a perspective view in the form of a three-dimensional board.

12 and 13 are diagrams for explaining the setting of the linear direction at the vertex in the case of the concave game.

14 is a flow chart illustrating a method of the present invention.

15 is a diagram illustrating an example of a screen in which a game is in progress in the case of a checkerboard sphere of the present invention.

Claims (15)

Each side of the six sides constituting the outside of the cube has a checkerboard grid pattern, and outputs a three-dimensional checker board connected to the horizontal line and the vertical line of the horizontal lines and vertical lines constituting the grid, respectively, A screen output unit for outputting the checkerboard at the intersection selected by the player playing the game among the intersection of the horizontal line and the vertical line; An input unit for receiving a position of an intersection where the board is to be placed and a board of a three-dimensional board to be output; A storage unit to store the location of the player selected by the player; And And a calculator configured to determine whether or not the game is won or not according to a predetermined rule before the game by using the position of the checkerboard selected by the player. The game system using a three-dimensional checker board according to claim 1, wherein the game is concave. The game system using a three-dimensional checker board according to claim 1, wherein the game is Go. The game system using a three-dimensional checker board according to claim 1, wherein the number of horizontal and vertical lines representing the lattice pattern of each surface of the three-dimensional checkerboard is 6 to 9 lines, respectively. According to claim 1, wherein the shape of the block is a spherical or regular polyhedron, The screen output unit is a game system using a three-dimensional checker board, characterized in that for outputting the checkerboard and the three-dimensional board so that the position of the center point of the checkerboard is located at the intersection. 3. The vertex of claim 2, wherein a straight intersection point after the vertex of the checkerboard placed along an edge connected to the vertex of the three-dimensional board is connected to the vertex, and the vertex of the intersection point of the surface not contacting the corner where the checkerboard is placed. The game system using a three-dimensional board, characterized in that at least one of the intersection of the horizontal direction, the intersection of the vertical direction and the intersection of the diagonal direction nearest to the. The game system using a three-dimensional checker board according to claim 6, wherein the position of a straight intersection point after the vertex of the checkerboard placed along an edge connected to the vertex of the three-dimensional checkerboard can be set before the game by the player. Outputting a three-dimensional checker board having a grid-like pattern of a checkerboard on each of six faces constituting the exterior of the cube, wherein the horizontal and vertical lines of the checkerboard are connected to the horizontal and vertical lines of adjacent surfaces, respectively; Receiving the selection of the position of the intersection of the horizontal line and the vertical line to be placed on the three-dimensional board from the player playing the game; Outputting the player's Go egg at the selected intersection; Storing the location of the selected block selected by the game player; And And determining the winning or losing of the game according to a predetermined rule before the game by using the position of the checkerboard selected by the player. The method of claim 8, wherein the game is concave. The method of claim 8, wherein the game is a game of Go. The game method using a three-dimensional checker board according to claim 8, wherein the number of horizontal and vertical lines representing the lattice pattern of each side of the three-dimensional checkerboard is 6 to 9 lines, respectively. The method of claim 8, wherein the shape of the checkerboard is a spherical or regular polyhedron, And outputting the checkerboard to the selected intersection point by outputting the checkerboard and the three-dimensional checkerboard such that the position of the center point of the checkerboard is located at the crossing point. 10. The vertex of claim 9, wherein a straight intersection point after the vertex of the checkerboard placed along an edge connected to the vertex of the three-dimensional board is connected to the vertex and the vertex of the intersection point of the surface not contacting the corner on which the checkerboard is placed. The game method using a three-dimensional checker board, characterized in that at least one of the intersection in the horizontal direction, the intersection in the vertical direction and the intersection in the diagonal direction nearest to. The method of claim 13, wherein the game method is Receiving a rule about the position of the intersection of the straight line after the vertex of the checkerboard placed along the corner connected to the vertex of the three-dimensional board from the player before the game; further comprising a game method using a three-dimensional board . A computer-readable recording medium having recorded thereon a program for realizing the method according to any one of claims 8 to 14.

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