JP3241064U - A regular tetrahedral three-dimensional puzzle composed of spheres - Google Patents

A regular tetrahedral three-dimensional puzzle composed of spheres Download PDF

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JP3241064U
JP3241064U JP2022003472U JP2022003472U JP3241064U JP 3241064 U JP3241064 U JP 3241064U JP 2022003472 U JP2022003472 U JP 2022003472U JP 2022003472 U JP2022003472 U JP 2022003472U JP 3241064 U JP3241064 U JP 3241064U
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茂 井上
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【課題】立体パズルに関し、各ピースを組み込む位置が判明し難く、何通りも組み立て方があり、長期に楽しめる立体パズルを提供する。【解決手段】長期に何度でも楽しめる立体パズルは、複雑な形状も含む数多くのピースをパズルの構成要素とする。最密充填構造で球体4個を2次元または3次元的に配列した25種類のピース30個の全てまたは一部を組み合わせて、一辺が球体8個または4個、6個、7個で構成される正四面体型の立体を作るパズルである。【選択図】図1[Problem] To provide a three-dimensional puzzle that can be enjoyed for a long period of time, in which it is difficult to determine the position where each piece is to be assembled, and there are many ways to assemble the puzzle. SOLUTION: A three-dimensional puzzle that can be enjoyed repeatedly for a long period of time has many pieces including complicated shapes as constituent elements of the puzzle. Combining all or part of 25 types of 30 pieces in which 4 spheres are arranged two-dimensionally or three-dimensionally in a close-packed structure, one side is composed of 8, 4, 6, or 7 spheres. It is a puzzle that creates a regular tetrahedron-shaped three-dimensional object. [Selection drawing] Fig. 1

Description

本考案は、球体を最密充填構造で配列した様々なピースを組み合わせてできる、正四面体型の立体パズルに関するものである。 The present invention relates to a regular tetrahedral three-dimensional puzzle made by combining various pieces in which spheres are arranged in a close-packed structure.

従来、球体2~5個をつなげてたピースを組み合わせて、一辺が球体数個で構成される正四面体型の立体(以下、「テトラピラミッド」と記す)を組み立てるパズルが、「難解ピラミッド・パズル」(非特許文献1)、「悪魔のピラミッド」(非特許文献2)、「木製ピラミッドパズル」、「ボールピラミッド」、「ガラスボールピラミッドパズル」、「Pyramid Ball Puzzle」、「Kolossal Pyramid」、「Giant Pyramid」等の商品名で市販されている。組み立てる立体は、最密球充填と呼ばれる構造をしており、3つの次元軸が60度で交わっているため、直角で構成される立体を組み立てるパズルよりも難しく、面白さや意外性を感じることができる。 Conventionally, two to five spheres are joined together to assemble a regular tetrahedral three-dimensional figure (hereafter referred to as a "tetrapyramid") consisting of several spheres on each side. "(Non-Patent Document 1), "Devil's Pyramid" (Non-Patent Document 2), "Wooden Pyramid Puzzle", "Ball Pyramid", "Glass Ball Pyramid Puzzle", "Pyramid Ball Puzzle", "Kolossal Pyramid", " Giant Pyramid" and other trade names. The three-dimensional objects to be assembled have a structure called close-packed sphere packing, and the three dimensional axes intersect at 60 degrees. can.

「004 難解ピラミッド・パズル」 隔週刊パズルコレクション改訂版4号"004 Difficult Pyramid Puzzle" Biweekly Puzzle Collection Revised Edition No. 4 「056 悪魔のピラミッド」 隔週刊パズルコレクション改訂版56号"056 Devil's Pyramid" Biweekly Puzzle Collection Revised Edition No. 56

「テトラピラミッド」を組み立てる従来の立体パズルは、ほとんどのピースの形状が平面的で、ピースの数が少ない上に同一形状のピースが複数ある場合も多く、比較的容易に解答を導くことができる。組み立ての手順は少ないうえに解答方法の数は多くなく、繰り返さなくても容易に手順を覚えられるので、何度も試行錯誤しながら様々な組み立て方法を見出す楽しみは得られない。 In conventional 3D puzzles that assemble the Tetra Pyramid, most of the pieces are two-dimensional, and the number of pieces is small, and in many cases there are multiple pieces of the same shape, so it is relatively easy to find the solution. . There are few assembly procedures and not many solutions, and the procedures can be easily memorized without repeating them.

本考案は、各ピースを組み込む位置が判明し難く、何通りも組み立て方があり、大人でも長期に楽しめる立体パズルを提供することを目的とする。 An object of the present invention is to provide a three-dimensional puzzle in which it is difficult to determine the position of each piece to be assembled, there are many ways of assembling, and even adults can enjoy it for a long time.

本考案は、上記課題を解決するため、球体4個を最密球充填と呼ばれる構造で2次元または3次元的に配列した25種類のピースと、25種類のピースの何れか5個を更に加えた30個をパズルの構成要素とし、この30個のピースの全てまたは一部を使って「テトラピラミッド」を組み立てる、難易度の高い立体パズルである。 In order to solve the above problems, the present invention further adds 25 types of pieces in which 4 spheres are arranged two-dimensionally or three-dimensionally in a structure called close-packed sphere packing, and 5 of the 25 types of pieces. It is a three-dimensional puzzle with a high degree of difficulty that uses all or part of these 30 pieces to assemble a "Tetra Pyramid".

本考案では2次元または3次元的な形状をした多数のピースを構成要素としているので、組み立て手順が複雑になり、パズルの難易度が高くなる。また、組み立て方が何通りもあるので、様々な解答手順を見い出すために何度も試行することができる。特に、30個のピース全てを使った8段の「テトラピラミッド」を作るパズルは難易度が高く、長時間楽しむことが可能である。 Since the present invention uses a large number of two-dimensional or three-dimensional pieces as constituent elements, the assembly procedure becomes complicated and the difficulty of the puzzle increases. Also, since there are many ways to build, you can try many times to find various solution procedures. In particular, the puzzle that uses all 30 pieces to create an 8-level "Tetra Pyramid" is highly difficult and can be enjoyed for a long time.

30ピースで8段の「テトラピラミッド」を組み立てることが難しすぎると感じられる場合には、一部のピースを組み合せて、より小さい「テトラピラミッド」を作ることも可能である。30個のピースの内、5個を選んで組み合わせれば4段の「テトラピラミッド」ができる。同様に、14ピース、21ピースを組み合わせて、それぞれ6段、7段の「テトラピラミッド」を作ることができる。 If you feel it is too difficult to assemble an 8-stage "tetra-pyramid" with 30 pieces, you can combine some pieces to make a smaller "tetra-pyramid". If you choose 5 out of 30 pieces and combine them, you can make a 4-tiered "Tetra Pyramid". Similarly, 14 pieces and 21 pieces can be combined to make a "tetra pyramid" with 6 steps and 7 steps, respectively.

パズルを構成する25種類のピースの形状と符号Shapes and symbols of the 25 pieces that make up the puzzle 30個のピースを組合せた8段の「テトラピラミッド」および5個のピースを組合せた4段の「テトラピラミッド」の解答例の斜視図Perspective view of the answer example of the 8-level "Tetra Pyramid" combining 30 pieces and the 4-level "Tetra Pyramid" combining 5 pieces 21個のピースを組合せた7段の「テトラピラミッド」および14個のピースを組合せた6段の「テトラピラミッド」の解答例の斜視図Perspective view of the answer example of the 7-tiered "Tetra Pyramid" combining 21 pieces and the 6-tiered "Tetra Pyramid" combining 14 pieces

以下、本考案のパズルを実施するための形態の例を、図面に基づいて説明する。図1は、球体4個を最密充填構造で配列した25種類のピースの形状と符合をaからyで示している。このうち、立体的・3次元的な構造を持つ、符号a~e、p~wおよびyの14種類のピースは、正面図と側面図で表される。 Hereinafter, an example of a form for carrying out the puzzle of the present invention will be described based on the drawings. In FIG. 1, 25 types of pieces in which four spheres are arranged in a close-packed structure and their symbols are indicated by a to y. Of these, 14 types of pieces a to e, p to w, and y, which have three-dimensional and three-dimensional structures, are shown in front and side views.

8段の「テトラピラミッド」を組み立てるには合計30個のピースが必要となるので、5種類のピースは2個ずつ、その他20種類のピースは1個ずつでパズル全体を構成する。図1の例ではパズルが難しくなり過ぎないように、2個ずつ使用するピースには形状および配置する位置の把握がしやすい、符号f、h、i、j、kで表される平面的・2次元的な5種類のピースを選んでいる。その他のa~e、g、l~yの20種類のピースは1個ずつをパズルの構成要素としている。 Since a total of 30 pieces are required to assemble the 8-stage "Tetra Pyramid", the entire puzzle is composed of 2 of each of the 5 kinds of pieces and 1 of each of the other 20 kinds of pieces. In the example of Fig. 1, in order not to make the puzzle too difficult, the pieces that are used two by two have a planar shape represented by symbols f, h, i, j, and k that make it easy to grasp the shape and the position to be placed. Five types of two-dimensional pieces are selected. Each of the other 20 types of pieces a to e, g, and l to y is a component of the puzzle.

Figure 0003241064000002
手順で新たに加えたピースには、符号および隣接する他のピースと区別するための模様を付けている。前の手順で配置済みのピースは実線、模様無しで示している。
Figure 0003241064000002
Newly added pieces in the procedure are labeled and marked to distinguish them from adjacent pieces. Pieces that have been placed in the previous step are shown with solid lines and no pattern.

Figure 0003241064000003
配置している。
Figure 0003241064000003
are placed.

Figure 0003241064000004
でfを配置しており、これで全体で30個のピースを組合せた8段の「テトラピラミ
Figure 0003241064000005
トラピラミッド」の解答例にもなっている。
Figure 0003241064000004
In this way, 30 pieces in total are combined to form an eight-tiered tetrapyramid.
Figure 0003241064000005
It is also an example of an answer to the Tiger Pyramid.

Figure 0003241064000006
る点線は、テトラピラミッドの最低部(1段目)の球の配置予定位置である。
Figure 0003241064000006
The dotted line in the figure is the planned placement position of the sphere at the lowest part (first stage) of the tetrapyramid.

Figure 0003241064000007
Figure 0003241064000007

Figure 0003241064000008
ている。
Figure 0003241064000008
ing.

本考案のパズルを構成する各ピースは球体を4つ連ねた構造を持つが、材質は木材、金属、各種のプラスチック等が考えられ、これら素材を扱う業種による製造が可能である。木製の場合は、4つの木球を接着材でつなぐか、軸を埋め込んでつなげることが可能である。金属やプラスチックで製造する場合は、ピースを構成する4つの球体の接合部分が点ではなく面で接するように形状を変形させる。ピースを構成する球体の大きさに制限はないが、2cmから3cm程度の木球が一般に広く市販されていることから、このサイズが製造上は適当と考えられ、また、パズルの完成形も一辺20cm前後の正四面体型の立体となり、インテリアとしても利用できる。 Each piece that constitutes the puzzle of the present invention has a structure in which four spheres are connected, and the material can be wood, metal, various plastics, etc., and can be manufactured by industries that handle these materials. In the case of wood, it is possible to connect four wooden balls with glue or by embedding a shaft. When manufacturing with metal or plastic, the shape is deformed so that the joints of the four spheres that make up the piece touch not at points but at surfaces. There is no limit to the size of the spheres that make up the pieces, but since wooden balls with a size of about 2 to 3 cm are widely available on the market, this size is considered appropriate for manufacturing. It becomes a regular tetrahedral solid of about 20 cm and can be used as an interior.

本考案のパズルは長時間の試行を要する上に、解答が何通りもあるので娯楽性が非常に高く、ホテル等の宿泊施設や各種の娯楽施設での顧客向けの貸出備品、家庭での娯楽用品や贈答品としての用途に適用できる。 The puzzle of the present invention requires a long trial period and has many solutions, so it is highly entertaining, and can be used as rental equipment for customers at lodging facilities such as hotels and various entertainment facilities, and for entertainment at home. It can be applied for use as articles and gifts.

符合の説明Code description

a~y パズルを構成する25種類のピース

Figure 0003241064000009
25 types of pieces that make up a to y puzzles
Figure 0003241064000009

Claims (4)

球体4個を最密充填構造で2次元または3次元的に配列した25種類のピースと、25種類のうちの何れか5個を更に加えた合計30個のピースを組み合わせて作る、一辺が球体8個で構成される正四面体型の立体パズル。 A sphere with one side made by combining 25 types of pieces in which 4 spheres are arranged in a close-packed structure in 2D or 3D, and 5 of the 25 types are added for a total of 30 pieces. A tetrahedron-shaped three-dimensional puzzle consisting of eight pieces. 前記25種類のピースのうち、5個を組み合わせて作る、一辺が球体4個で構成される正四面体型の立体パズル。 A regular tetrahedral three-dimensional puzzle composed of four spheres on each side, made by combining five of the above twenty-five kinds of pieces. 前記25種類のピースのうち、14個を組み合わせて作る、一辺が球体6個で構成される正四面体型の立体パズル。 A regular tetrahedron three-dimensional puzzle made by combining 14 of the 25 types of pieces and having 6 spheres on each side. 前記25種類のピースのうち、21個を組み合わせて作る、一辺が球体7個で構成される正四面体型の立体パズル。 A regular tetrahedral three-dimensional puzzle made by combining 21 of the 25 types of pieces and having seven spheres per side.
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