GB2117256A - Movable mosaic puzzle - Google Patents

Movable mosaic puzzle Download PDF

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Publication number
GB2117256A
GB2117256A GB08308753A GB8308753A GB2117256A GB 2117256 A GB2117256 A GB 2117256A GB 08308753 A GB08308753 A GB 08308753A GB 8308753 A GB8308753 A GB 8308753A GB 2117256 A GB2117256 A GB 2117256A
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United Kingdom
Prior art keywords
elements
movable
movable mosaic
shape
intersecting
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Granted
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GB08308753A
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GB2117256B (en
Inventor
Denys Fisher
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Waddingtons Games Ltd
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Waddingtons Games Ltd
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Priority to GB08308753A priority Critical patent/GB2117256B/en
Publication of GB2117256A publication Critical patent/GB2117256A/en
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Publication of GB2117256B publication Critical patent/GB2117256B/en
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    • AHUMAN NECESSITIES
    • A63SPORTS; GAMES; AMUSEMENTS
    • A63FCARD, BOARD, OR ROULETTE GAMES; INDOOR GAMES USING SMALL MOVING PLAYING BODIES; VIDEO GAMES; GAMES NOT OTHERWISE PROVIDED FOR
    • A63F9/00Games not otherwise provided for
    • A63F9/06Patience; Other games for self-amusement
    • A63F9/08Puzzles provided with elements movable in relation, i.e. movably connected, to each other
    • A63F9/0803Two-dimensional puzzles with slideable or rotatable elements or groups of elements, the main configuration remaining unchanged
    • A63F9/0823Two-dimensional puzzles with slideable or rotatable elements or groups of elements, the main configuration remaining unchanged having overlapping circles with interchangeable elements

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  • Engineering & Computer Science (AREA)
  • Multimedia (AREA)
  • Toys (AREA)

Abstract

The puzzle comprises at least two types of elements slidingly mounted in a frame 4 and defining intersecting circles 12, 14, 16, 18, 20, 22, 24, 26 and 28. All the edges of the elements are arcuate and have a radius equal to that of the intersecting circles. A first type of element has all convex edges while a second type has all concave edges. The elements are rotatable about theoretical centres as groups. Other embodiments are disclosed some of which only comprise first and second types of elements. <IMAGE>

Description

SPECIFICATION Movable mosaics This invention relates to movable mosaics.
Movable mosaics according to the invention may be utilised in a number of ways. For example, such movable mosaics may be utilised as a puzzle, as a movable jig-saw puzzle, as a design and shape former of ever-changing characteristics. In addition, movable mosaics according to the invention may be adapted for use as a video game for use with a television receiver, or as a hand-held game, or even further as an "arcade" game.
It has previously been proposed to provide a movable mosaic in the form of what might loosely be termed a "board game" which consists of a plurality of intersecting circular numbers within a frame, each circular member having four separable portions. Each portion is defined at one side by an arc forming a part of the circumference of the circular member and at the other side by an internal arc of said circular member, the arcs of said portion being of the same radial dimension as the radial dimension of the circular members.
Where the circular members intersect, the portions lying within the intersecting circumferences of the circular members are common to said intersecting circular members, By rotation of one of a pair of intersecting circular members about its centre relative to the other of said pair of intersecting circular members, the common portion may be caused to change its position relative to the intersecting circular members -- whereupon it may form a common portion of another pair of intersecting circular members -- and simultaneously a further portion takes the place vacated by said common portion, so that said further portion then becomes the common portion.
The formation of the portions of said circular members in the above-described manner results, according to the prior proposal, in a central portion which, although it can be rotated about its centre and hence cause movement of its associated portions, cannot itself move or "migrate" to another, intersecting circle. Thus, whilst a movable mosaic according to the prior proposal has its attractions as a game, it has limitations as to the extent to which it can be used, both as a game and in other applications.
It has also been proposed to provide a movable mosaic consisting of a plurality of intersecting circular members within a frame, each of the circular members consisting of six separable portions, some of said separable portions being common to two or more of the circular members.
The separable portions of the circular members each have three arcuate surfaces, either convex or concave, or a combination thereof, and whilst the arcuate surfaces have a common radial dimension, one portion of each of the circular members cannot leave or migrate from that circle. Thus all of the portions of the circular members are not fully interchangeable and movable from one circular member to another, and therefore the use and scope of variation of the movable mosaic of this prior proposal is determined by the inherent limitations of movement of said one portion of each of the circular members.
The present invention therefore seeks to provide a movable mosaic which will obviate the disadvantages and limitations of the prior proposal.
According to the present invention, there is provided a movable mosaic formed by intersecting defined circular members each of which is rotatable about its centre point and each of which comprises a plurality of discrete pieces formed by intersecting arcs of said circular members, said intersecting arcs having a radial dimension equal to the radial dimension of said circular members, each said plurality of discrete pieces including a first group of pieces whose arcuate surfaces are all convex and a second group of pieces whose arcuate surfaces are all concave.
Preferably, each plurality of discrete pieces will include a third group of pieces, the pieces of said third group having two convex arcuate surfaces and one concave arcuate surface.
Some of the pieces of each plurality of pieces will be common to at least two of said intersecting defined circular members.
In its preferred form, the movable mosaic will comprise a minimum of thirty-three movable elements formed by a plurality of intersecting arcs, said thirty-three elements consisting of twenty elements of a first shape which is generally triangular with two convex sides and one concave side, seven elements of a second shape which is generally rhombic and whose sides are all concave, and six elements of a third shape which is generally square and whose sides are all convex, the radius of the external surfaces of all of said elements being equal or substantially equal, the thirty-three elements being assembled into a group with no voids such that the group can be seen as the intersection of two circles each having a radius equal to the radius of the external surfaces of the elements.
Each of said intersecting arcs will pass through one or other of the theoretical centre points of the two intersecting circles, and the points of arc will be arranged on a squared lattice.
The two intersecting circles will each be rotatable about its theoretical centre point such that all of the elements are transferable from one circle to the other.
The movable mosaic may comprise one hundred elements consisting of a plurality of elements of said first shape, a plurality of elements of said second shape, and a plurality of elements of said third shape, said elements being assembled into a group with no voids such that the group can be seen as the intersections of nine circles each having a radius equal or substantially equal to the radius of the external surfaces of said elements, each circle being rotatable about its theoretical centre point such that all of the elements of one circle are fully interchangeable with the elements of any other circle.
In an alternative embodiment of the invention, the movable mosaic, in its simplest form, will consist of a minimum of twenty-nine elements formed by a plurality of intersecting arcs, said twenty-nine elements consisting of nineteen elements of a first shape whose sides are convex, and ten elements of a second shape which are generally triangular and whose sides are concave.
The movable mosaic according to this embodiment may comprise more than two circular members, each consisting of a plurality of elements of said first shape and a plurality of elements of said second shape.
The elements of the movable mosaics may be of differing colours so as to facilitate easier recognition of the several intersecting circles.
Preferably said movable mosaic will be located within a frame whose walls limit the movement of the elements of the movable mosaic.
In order that the invention may be more readily understood, an embodiment thereof will now be described, by way of example, reference being made to the accompanying drawings, in which: Figure 1 is a plan view of a movable mosaic according to a preferred embodiment of the invention: Figure 2 is a plan view of part of Figure 1 to a larger scale; and Figure 3 is a plan view of a movable mosaic according to the invention and showing the movable mosaic in its simplest form.
Figure 4 is a plan view, to a larger scale, of a frame for use with the movable mosaic of Figure 3: Figure 5 is a sectional elevation on line V-V in Figure 4; Figures 6 to 8 are respectively a plan view, a sectional end elevation and a sectional front elevation to a larger scale, of a generally triangular element forming part of the movable mosaic of Figure 3.
Figures 9 to 11 are views corresponding to those of Figures 6 to 8, but of a generally rhombic element forming part of the movable mosaic of Figure 3; Figures 1 2 and 1 3 are views corresponding to those of Figures 6 and 8, but of the generally square element forming part of the movable mosaic of Figure 3; and Figures 14 and 1 5 show alternative embodiments of movable mosaics according to the invention.
Referring to the drawings, and firstly to Figure 1, there is shown a movable mosaic housed in a frame 2, the mosaic comprising a plurality of elements which are assembled into a group with no voids such that the group can be seen as the intersections of nine circles each of which is rotatable about its theoretical centre point.
The frame 2 comprises a base 4 and upstanding walls 6 which define an area within which the elements can be moved. The base 4 and upstanding walls 6 may be separate items secured together for example by screws or by an adhesive, or the base 4 and walls 6 may be formed integrally. The base 4 and walls 6 may be composed of plastics material, card or board, or of other suitable materials.
The intersecting circles which are referenced 12,14,16, 18,20,22,24,26and28each consist of a plurality of discrete elements of plastics material, card or board or other suitable material formed by intersecting arcs of equal radius, this radius also being equal to the radius of each of the intersecting circles subject to allowances for working clearance. As will be seen, each arc passes through the theoretical centre point of one or other of the circles. The exception to this, see Figure 2, are the arcs referenced 1 or, 1 1 0C and 1 OD (as illustrated), although it will be appreciated that if additional circles were constructed, then these arcs too would pass through the centre of one or other of the circles.It will be seen from Figure 2 that the points of arc are arranged on a squared lattice.
As will best be seen from Figure 2, the elements of the intersecting circles comprise a plurality of elements of a first shape which is generally triangular and which has two convex sides and one concave side, a plurality of elements of a second shape which is generally rhombic and whose sides are all concave, and a plurality of elements of a third shape which is generally square and whose sides are all convex. Examples of the said three elements are indicated for the purpose of identification by reference letters X, Y and Z respectively. In the embodiment illustrated there are one-hundred elements -- sixty elements of the first shape, twenty-four elements of the second shape and sixteen elements of the third shape.
The circles, 12, 16, 24 and 28 each consist of twelve generally triangular elements referenced 12a to 12d,16a to 16d,24a to 24d,28a to 28d respectively, four rhombic elements referenced 12m to 12p, to 16p,24mto24p,28mto 28p respectively, and four generally square elements referenced 1 2r to 1 2u, 1 Sr to 1 6u, 24r to 24u, 28rto 28u respectively. The elements of one circle are all of the same colour, but of a different colour to the elements of the other circles, so that four differently coloured circles are readily visible.
The circles 14, 18, 20, 22 and 26 each include elements of two or more of the other intersecting circles. For example, the circle 14 is constituted by elements of the circles 12 and 1 6, and by elements 1 4a, 1 4d, 1 4e and 14h of the same form as the equivalent elements of the circle 12, and elements 1 4m and 140 of the same form as the equivalent elements of the circle 12. The circle 18 is constituted by some elements of the circular member 12 - some of which are also common to the circular member 14 - some elements of the circular member 24, and by elements 1 8b, 1 8c, 1 8d and the element 1 4d of the circle 14 as well as elements 1 8n and 1 8p of the same form as the equivalent elements of the circle 12. The circle 22 is formed in the same manner as circle 18, and the circle 26 is formed in the same manner as circle 14, and equivalent elements in the respective circles have been referenced accordingly. The centre circle 20 is composed of some of the elements of all of the other circles as indicated.
Those elements lying outside the circles 12, 1 6, 24 and 28, are of a differing colour to the colours of these circles so as to give better definition to said circles 12, 16, 24 and 28.
As previously mentioned, but subject to allowance for working clearance, the circles of the mosaic have the same radial dimension, which is equal to the radial dimension of the arcs, and the spacing of the theoretical centres of said circles is equal to this radial dimension.
It will be apparent that those elements of the group which lie outside the circles 12, 1 6, 24 and 28 cannot by themselves form a circle regardless of the positions of those elements since, although there are twenty elements there are no generally square elements such as the element 1 2n. Thus, these said elements are only used as "filler" elements to complete the number of elements of a circle, although they can and do form a part of the overall design created when the circles are moved relative to one another to cause "migration" of the elements making up the mosaic from one circle to the other.
The elements of the group will preferably have slots and/or projections (not shown) such that all of the elements are "interlocked" and yet remain capable of being moved relative to each other upon rotation of the circles. In addition, the base 4 or the frame 2 may have upstanding lands which can be engaged by recesses in some or all of the elements so as to give a "register" to said some or all of the elements and hence ensure that the elements are in a position to enable the circles to be rotated.
In one mode of use of a mosaic according to the invention, the object might be to move a selected element around the walls 6 of the frame 2 by rotating a circle about its centre so as to move the selected element to another position within the same selected circle and within an intersecting circle and continuing with this operation to determine how quickly one can reconstruct the circles 12, 1 6, 24, and 28. Thus, if one selects say element 1 2s, movement of the circle 12 a ±turn clockwise about its theoretical centre point will change all of the positions of the elements of that circle so that element 1 2s will occupy the position previously occupied by element 1 2u, element 1 2g will occupy the position previously occupied by element 12e and so on.In addition to lying within the circle 12 the element 1 2s will also lie within the circle 14.
Rotation then of the circle 14 a ±turn clockwise about its theoretical centre point will move the element 1 2s to the position previously occupied by element 16n. This sequence of rotation, moving the element 12s in contact with the upstanding walls of the frame member 2, will result in the elements of the circles migrating and immigrating between intersecting circles and continuance of this sequence of operations will eventually result in the re-construction of the circles 12, 16, 24, and 28. Such will happen regardless of whether the movable mosaic is used as a puzzle or as a design aid, and where the movable mosaic is used as the latter some very unexpected but aesthetically pleasing designs, i.e.
colour combinations, will be seen during movement of the defined circular members.
It will be appreciated that one may choose any desired path for movement of a selected element or selected elements, the only criterion being that where one of a pair of intersecting circles is to be rotated the circumferences of those intersecting circles must be clearly defined.
With a movable mosaic according to the invention, all of the elements of the mosaic may be moved from one circle to another circle, such that the positions of all of the elements are interchangeable, this being possible due to the selection of a common modular dimension, i.e. a radius which is common to each external surface of the elements, and the arrangement of the intersecting arcs.
It will be appreciated that a movable mosaic according to the invention may comprise more or less circles than shown in Figures 1 and 2. For example, Figure 3 illustrates a movable mosaic according to the invention in its simplest and basic form. In the movable mosaic of Figure 3, there is shown thirty-three elements -- of the same forms as the elements previously described assembled into a group with no voids such that the group can be seen as the intersection of two circles. For ease of reference, these circles can be equated to the circles 12 and 14 of Figures 1 and 2.
Referring now to Figures 4 and 5, a frame 50 adapted to receive for example the movable mosaic of Figure 3, has a series of flanges, grooves and tongues for co-operation with similar members on the elements of the movable mosaic.
The frame 50 has an internal recess 52 formed by two intersecting circles, such that the movable mosaic of Figure 3 may be located therein, the radial dimension of the intersecting circles of the recess being equal and equal to the radial dimension of the intersecting circles of the mosaic subject to allowances for working clearance. The frame 50 has downwardly extending flanges 54 and 56 defining grooves 58 and 60, and additionally has a T-siot system consisting of intersecting T-slots 62, 64, 66 and 68.
Reference to Figures 6 to 8 will show that the generally triangular elements each include a main body portion 70 and a "tail" portion 72 formed integrally with the main body portion. The main body portion 70 has flanges 74 and 76 which define grooves 78 and 80 which intersect to provide a tongue indicated at 82. The "tail" portion 72 has a flange 84 which with the main body portion 70 defines a groove 86.
The generally rhombic element, referring now to Figures 9 to 12, is provided with a central portion 90 and four upstanding flanges 92, 94, 96 and 98 which with the central portion 90 define four grooves 100, 102, 104 and 106 which intersect to provide tongues as indicated by reference numerals 108, 110, 112 and 114.
Referring to Figures 12 and 13, the generally square element shown comprises a central body portion 120, and four downwardly depending flanges 122, 124, 126 and 128, those flanges, together with the body portion 120, defining grooves 130, 1 32, 134 and 1 36 which intersect at the ends of the flanges to define tongues 1 38, 140, 142 and 144. The body portion 120 has a central bore 146 for receiving a stud 148 having a head 150.
To assemble a movable mosaic as shown in Figure 3, the generally rhombic elements -- as shown in Figures 9 to 11 - are inserted into the recess 52 of the frame 50 in the positions shown in Figure 3 such that the generally rhombic elements present their flanges and hence their grooves upwardly. Thereafter, the generally triangular elements -- as shown in Figures 6 to 8 - are inserted in the positions as shown in Figure 3 followed by the insertion of the generally square elements in the form as shown in Figures 12 and 13. Thus there is provided an interlocked and interslidable mosaic as shown in Figure 3.
The generally rhombic elements are held down on the base of the frame 50 by the flanges and tongues of the generally triangular elements and by the appropriate flanges and tongues of the generally square elements because one of each or part of both must necessarily be in contact with the generally rhombic elements.
In turn, the generally triangular elements are held down to the base of the frame 50 by the flanges and tongues of the generally square elements which contact the flanges and tongues of the "taii" portions of the generally triangular elements, each generally square element serving to hold down three, and in some cases four, generally triangular elements.
Thus, with all of the elements in position as shown in Figure 3, the inter-engagement of the elements will be as follows: (a) The peripheral generally triangular elements will each have one flange and one groove (on a convex side) co-operating with one flange and one groove of the frame, one flange and one groove (on the other convex side) co-operating with a flange and a groove of a generally rhombic element, and the flange and groove on the concave side co-operating with a flange and groove of one side of one of the generally square elements.
(b) The centre generally triangular elements will each have the flanges and grooves on their convex sides co-operating with the flanges and grooves on two sides of the generally rhombic elements, and the flange and groove on its concave side cooperating with a flange and groove on one generally square element.
(c) The generally square elements will each have the flanges and grooves on three of its sides co-operating with the flanges and grooves on the concave sides of three generally triangular elements, the flange and groove on its fourth side co-operating with the flange and groove on the concave side of a fourth generally triangular member or with one of the flanges and one of the grooves of the frame 50.
Thus the parts are interconnected, slidable relative to each other, and totally interchangeable, the tongues of the various elements co-operating with each other.
To retain the generally square elements, each such element is adapted to receive in its recess 146 a stud, such as the stud 148 having the head 150, the studs being inserted into the recesses from the bottom or rear of the frame. For this purpose, the base of the frame 50 is provided with an aperture 50A (Figures 4 and 5) through which the studs can be inserted. Thus a generally square element will be positioned with its central recess above the aperture 50A such that a stud (such as 148) may be inserted into said recess with the result that the head 1 50 of the stud lies in the "T" of the T-slot 66. In turn the other generally square elements have studs inserted in the same way, such-that their heads lie in a T-slot of the system formed by the T-slots 62, 64, 66 and 68. The aperture may then, if desired, have a closure inserted therein.
It will be appreciated that the fitting of the studs to the generally square elements result in a totally captive (subject to the studs being removable), but movable mosaic. Should such total captivity not be required then the studs need not be inserted, and the associated recessed Tslots omitted.
It will also be appreciated that more than one aperture 50A may be provided if desired, and that all of the above considerations are equally applicable to the movable mosaic of Figures 1 and 2.
Referring now to Figure 14, it will be seen that the movable mosaic, located within a keeper frame 200 of the same general characteristics as the frame 50 of Figure 2, comprises twenty-nine movable elements. These twenty-nine movable elements consist of nineteen elements referenced 202 to 238 of a first shape whose two sides are convex, and ten elements referenced 240 to 258 of a second shape which is generally triangular and whose sides are all convex. The several elements will fit together and co-operate with each other in a manner similar to that described with reference to the previous embodiment, and like that embodiment, the elements will be fully interchangeable between the two intersecting defined circular members.
Reference to Figure 1 5 will show elements identical to those of Figure 14, but many more of them, arranged into a movable mosaic which can be seen from the Figure to be the intersection of six circles 260, 262, 264, 266, 268, and 270, each having a radius equal to the radius of the external surfaces of the elements, the circles being housed within a frame 272 which serves to guide and limit the movement of the elements.
A movable mosaic according to the present invention may be incorporated into or may constitute an electronic game, a video game for use with a television receiver, or an arcade game.
For example, an electronic game will include circuitry and appropriate controls to cause rotation of the circles, such that say one depression of the appropriate control will cause a selected circle to rotate ±turn about its centre, two depressions will cause a 2turn rotation and so on, the object of the game being for example to arrange the colours in a certain pattern or arrangement. A video game for use with a television receiver may operate on the same general principle, i.e. to arrange the colours in a predetermined pattern or arrangement. A computerised movable mosaic may be adapted to operate in the same manner.
An arcade game may be arranged such that one actuation of the arm or one depression of a control button will cause rotation of a selected circle or a sequence of controlled sequential rotations, a "pay-out" on the machine being actuated when a predetermined arrangement of elements or a predetermined colour pattern is achieved.
A movable mosaic according to the invention may be incorporated into furniture such as coffee tables and the like, such that the design on the surface thereof may be changed at will so as to give a different arrangement of colours or patterns.
The movable mosaic may constitute a jig-saw where the elements of the circles each carry a part of a picture or other representation, the elements together defining the picture or other representation of the jig-saw, movement of the circles about their theoretical centres being necessary to move the elements from one circle to another to complete said picture or other representation.

Claims (13)

1. A movable mosaic formed by intersecting defined circular members each of which is rotatable about its centre point and each of which comprises a plurality of discrete pieces formed by intersecting arcs of said circular members, said intersecting arcs having a radial dimension equal to the radial dimension of said circular members, each said plurality of discrete pieces including a first group of pieces whose arcuate surfaces are all convex and a second group of pieces whose arcuate surfaces are all concave.
2. A movable mosaic according to Claim 1, wherein each plurality of discrete pieces include a third group of pieces, the said pieces of said third group having two convex arcuate surfaces and one concave arcuate surface.
3. A movable mosaic according to Claim 2, wherein said movable mosaic comprises a minimum of thirty-three movable elements formed by a plurality of intersecting arcs, said thirty-three elements consisting of twenty elements of a first shape which is generally triangular with two convex sides and one concave side, seven elements of a second shape which is generally rhombic and whose sides are all concave, and six elements of a third shape which is generally square and whose sides are all convex, the radius of the external surfaces of all of said elements being equal or substantially equal, the thirty-three elements being assembled into a group with no voids such that the group can be seen as the intersection of two circles each having a radius equal to ihe radius of the external surfaces of the elements.
4. A movable mosaic according to Claim 3, wherein each of said intersecting arcs pass through one or other of the theoretical centre points of said two intersecting circles.
5. A movable mosaic according to Claim 4, wherein said two intersecting circles will each be rotatable about its said theoretical centre point such that all of the elements are transferable from one circle to the other.
6. A movable mosaic according to Claim 4, wherein the points of the arcs are arranged on a squared lattice.
7. A movable mosaic according to Claim 1, comprising one hundred elements consisting of a plurality of elements of said first shape, a plurality of elements of said second shape, and a plurality of elements of said third shape, said elements being assembled into a group with no voids such that the group can be seen as the intersections of nine circles each having a radius equal or substantially equal to the radius of the external surfaces of said elements, each circle being rotatable about its theoretical centre point such that all of the elements of one circle are fully interchangeable with the elements of any other circle.
8. A movable mosaic according to Claim 1, comprising a minimum of twenty-nine elements formed by a plurality of intersecting arcs, said twenty-nine elements consisting of nineteen elements of a first shape whose sides are convex, and ten elements of a second shape which are generally triangular and whose sides are concave.
9. A movable mosaic according to Claim 8, comprising more than two circular members, each circular member consisting of a plurality of elements of said first shape and a plurality of elements of said second shape.
10. A movable mosaic according to any of Claims 1 to 7, Claim 8 or Claim 9, wherein said movable mosaic is located within a frame whose walls limit and guide the movement of the elements of the movable mosaic.
11. A movable mosaic according to any of the preceding Claims, wherein the elements of the movable mosaic are interlocked by means of flanges and grooves formed on said elements.
1 2. A movable mosaic according to any of the preceding Claims, wherein said elements and said frames are composed of a synthetic plastics material.
13. A movable mosaic substantially as herein described.
1 4. A movable mosaic substantially as herein described with reference to and as illustrated in Figures 1 and 2, or Figure 3, of the accompanying drawings.
1 5. A movable mosaic according to Claim 14, including elements substantially as herein described with reference to and as illustrated in Figures 6 to 1 3 of the accompanying drawings.
1 6. A movable mosaic substantially as herein described with reference to and as illustrated in Figure 14 or Figure 1 5 of the accompanying drawings.
GB08308753A 1982-03-31 1983-03-30 Movable mosaic puzzle Expired GB2117256B (en)

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Application Number Priority Date Filing Date Title
GB08308753A GB2117256B (en) 1982-03-31 1983-03-30 Movable mosaic puzzle

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Application Number Priority Date Filing Date Title
GB8209571 1982-03-31
GB08308753A GB2117256B (en) 1982-03-31 1983-03-30 Movable mosaic puzzle

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GB2117256B GB2117256B (en) 1985-10-16

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Cited By (9)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
EP0097178A1 (en) * 1981-12-24 1984-01-04 Hooshang Cohan Puzzle.
US4550040A (en) * 1982-03-31 1985-10-29 Waddingtons Games Limited Movable mosaics
US4735417A (en) * 1987-06-25 1988-04-05 Gould Murray J Puzzle
GB2229642A (en) * 1989-03-30 1990-10-03 Georgios Kleopa Lazarou Shunting puzzles
US5244208A (en) * 1989-09-20 1993-09-14 Janos Kalapacs Logical mosaic-puzzle
US6022021A (en) * 1998-07-15 2000-02-08 Ku; Heng-Chun Entertainment device
WO2008049810A1 (en) * 2006-10-26 2008-05-02 Spielzeugdesign Und Herstellung Wilfried Braun Game of strategy
WO2011120493A1 (en) * 2010-03-31 2011-10-06 Eurotec Gmbh Toy creations and technical applications
US20200061453A1 (en) * 2018-08-23 2020-02-27 Dejan Lalic Circular Mosaic Puzzle

Citations (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
WO1982003793A1 (en) * 1981-04-27 1982-11-11 Koevesdi Laszlo Three dimensional logical toy

Patent Citations (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
WO1982003793A1 (en) * 1981-04-27 1982-11-11 Koevesdi Laszlo Three dimensional logical toy

Cited By (13)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
EP0097178A1 (en) * 1981-12-24 1984-01-04 Hooshang Cohan Puzzle.
EP0097178A4 (en) * 1981-12-24 1984-09-17 Hooshang Cohan Puzzle.
US4550040A (en) * 1982-03-31 1985-10-29 Waddingtons Games Limited Movable mosaics
US4735417A (en) * 1987-06-25 1988-04-05 Gould Murray J Puzzle
EP0296694A2 (en) * 1987-06-25 1988-12-28 M Squared Incorporated Puzzle
EP0296694A3 (en) * 1987-06-25 1989-10-11 M Squared Incorporated Puzzle
GB2229642A (en) * 1989-03-30 1990-10-03 Georgios Kleopa Lazarou Shunting puzzles
US5244208A (en) * 1989-09-20 1993-09-14 Janos Kalapacs Logical mosaic-puzzle
US6022021A (en) * 1998-07-15 2000-02-08 Ku; Heng-Chun Entertainment device
WO2008049810A1 (en) * 2006-10-26 2008-05-02 Spielzeugdesign Und Herstellung Wilfried Braun Game of strategy
US8366110B2 (en) 2006-10-26 2013-02-05 Spielzeugdesign Und Herstellung Wilfried Braun Game of strategy
WO2011120493A1 (en) * 2010-03-31 2011-10-06 Eurotec Gmbh Toy creations and technical applications
US20200061453A1 (en) * 2018-08-23 2020-02-27 Dejan Lalic Circular Mosaic Puzzle

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