SU1178458A1 - Volumetric logic puzzle "magic cylinder" - Google Patents

Abstract

1. A volumetric logical puzzle containing a body formed by a set of disks mounted coaxially with the possibility of rotation relative to each other and having through slots on the sides that form guide channels, game elements with information marks installed in the guide channels Spacers, and disc position locks, characterized in that, in order to increase the playability, the game elements are made in the form of revolving rings. (P With ftsg.T

Description

2. A volume logic puzzle according to claim 1, characterized in that the position locks are made in the form of shchindra with locking protrusions on the side surface and have pins on the end, and the game elements have grooves on the side surface for the locking protrusions, and the disks have recesses at the ends for the locking pin.

3. The logical volume of a puzzle according to claim 1, o, tl and h and y n. but with that.

that it has removable separation plates located between the discs and having at least one slot for game elements.

4. Volumetric logical puzzle but nn. 1-3, characterized in that it has interchangeable belts installed in the rotary rings, wherein the information marks are applied on the interchangeable belts, and the rotary rings are made transparent.

The invention relates to entertaining puzzle games.

The aim of the invention is to increase the entertaining puzzle. .

FIG. 1 shows the complete puzzle; in fig. 2 - the same, cross section; in fig. 3 — disk position lock; in fig. 4 - game element with a replaceable tape; in fig. 5 - game element in axonometry; in fig. 6 - separator plate; in fig. 7 - variants of information labels for game elements; in fig. 8 - information sets for game elements. ,

The volumetric logical puzzle contains a body formed by a set of seven discs 1 mounted on axis 2 rotatably relative to each other, and has a number of through slots 3 on the sides that form guide channels, game elements made in the form of transparent rotating rings 4 with interchangeable tapes 5, carrying information tags 6, elastic clamps of the position of the disks I and removable separation plates 7.

The disc clamps are made in the form of cylinders 8 with locking protrusions 9 on the side surface and have. the pins 10 at the end, and the game elements are installed in the guide channels with the possibility of longitudinal movement and have grooves 11 on the side surface for the fixing protrusions 9 of the retainers. The disks 1 have notches 12 at the ends for the pins 10 clamps. Between the disks 1 are mounted detachable circular separator plates 7 having at least one slot 13 for the game elements. In the slash x 3 slotted six rotary disks 1, thirty-sided rotary game elements are installed, and the slots of the seventh disk 14 are free. The presence of free slots 3 in the disk 14 ensures the transition of the game elements from the adjacent rotary disk 1, where the slots for the transition of other game elements, etc., are released in turn.

Installing removable separator plates

7 with a different number of holes in the gap between the disk 14 and the adjacent rotary disk 1 limits, depending on the number of holes, the transition of game elements into the free slots of the disk 14,

thereby, the complexity of solving the permutation problems increases, and the installation of such a plate 7 without holes in the gap between any two adjacent rotary disks limits the playing field of the puzzle and the number of game elements involved in the game, thereby reducing the complexity of the permutation problems.

The solution to the puzzle is to arrange a random arrangement on the game.

the field of game elements depending on the set and solved game problem, one of the below.

In accordance with the Magic cylinder embedded in the puzzle, information applied using information sets on the side surfaces of game elements, six game fields can be gathered on the puzzle surface to solve the following game problems.

Tasks 1 to. 6 are contained in a set of game popees shown in FIG. 8 ae.

Task 7 is solved on the playing field shown in FIG. 8 b and consists in swapping nine movable information 311 elements with numbers 1 - 9 on the field of white color from the purpose of building 3x3 magic squares. The solution to the problem is such a walker. the position of the digits, in which the sum of them in any p d is equal to n tenteen. There are 45360 possible combinations of the positions of the numbers on the playing field, of which one combination gives a magic square, i.e. one whose sum of numbers in all rows and diagonals of a square is equal to n thirteen, and eight half-magic squares, i.e. in which the sum of numbers in one of the diagonals is not equal to fifteen. Problem 8 is solved on the playing field shown in FIG. 8, and consists in rearranging sixteen information moving elements 2 with numbers 1-16 on the color logo field in order to build 4x4 magic squares. The solution of the problem is such a position of numbers, in which their sum in any row and diagonal of m is 34. Such possible magic squares can be built 880 of the total number of possible combinations of the positions of numbers on the playing field 210Y Problem 9 is solved on the playing field shown in FIG. 8 g, and consists in swapping twenty five information moving elements 2 with numbers 1-25 on the field of white color with the aim of constructing 5x5 matchic squares. The solution of the problem is such a situation of numbers, in which their sum in any row and diagonal is equal to 65 m. In total, possible combinations of the positions of the numbers on the playing field 2, of which about 10 combinations give 5x5 magic squares. Task 10 is solved on the playing field shown in FIG. 8 d, and consists in building 6x6 magic squares. The solution of the problem is such a position of numbers on the playing field, when the sum of them along any series and diagonal is equal to 111. The total number of 6x6 magic squares is more than 3.510. Task And is solved on the playing field shown in FIG. 8 e. This is a Taken game or a game of 15. Sma Loyd, and her solution 8 consists in rearranging the movement of the iimmation elements on the white playing field in the order of numbers from 1 to 15. To play the game, the game element with sequence number 16 transferred to a free disk in disk 14 and does not participate in the game. Clearing the slot in the lower swivel disk 1 is used for permutations of game elements. A game of puzzle of the puzzle between the rotary disk 1 and the cover 5 can be fitted with a removable restrictive plate with one hole numbered 16. Task 12 is solved on the game fields of color shown in FIG. 8 bd -This tic-tac-toe game is to not set the game elements by rotating them around their own axis to the selected color and fill them with a number of diagrams or diagonal. At the same time, the enemy (played by two people), during his course, tries to install mobile game elements on another color chosen by him so as to prevent the first player from solving the problem. Using different sizes of the game floor, playfully can significantly change the degree of difficulty in solving the problem, thereby increasing the game interest of partners and the time of one game. Task 13 is solved on the playing fields of the beloto color in FIG. 8 bd This game of tiktiks or Nim consists in that, without mixing the moving information elements 2, by turning them around its own axis, extinguish the white field by a field of old color. Of the two players, the first one transfers any game element selected on the playing field to another, nanrnmere, red color. The second player performs the same translation of the neighboring game element or two, etc. The player who wins out or loses the last element of the floor in white wins or loses. The use of various sizes of playing fields allows the players to significantly change the degree of difficulty in solving the problem, thereby changing the partners' playing interest and the time of one game, as in the previous task.

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Claims (3)

2. Volumetric logic puzzle in π. 1, characterized in that the position locks are made in the form of cylinders with locking protrusions on the side surface and have pins at the end, and game elements have grooves on the side surface for locking protrusions, while the disks have recesses at the ends for the locking pins. 3. Volumetric logic puzzle in π. 1, o, t l and h a I’m talking about the fact that it has removable dividing plates located between the disks and having at least one slot for game elements. 4. Volumetric logic puzzle in paragraphs. 1-3, characterized in that it has interchangeable tapes installed in the rotary rings, while information marks are applied to the interchangeable tapes, and the rotary rings are made transparent.