TWM562153U - Multi-cube three-dimensional building block module - Google Patents

Multi-cube three-dimensional building block module Download PDF

Info

Publication number
TWM562153U
TWM562153U TW107202307U TW107202307U TWM562153U TW M562153 U TWM562153 U TW M562153U TW 107202307 U TW107202307 U TW 107202307U TW 107202307 U TW107202307 U TW 107202307U TW M562153 U TWM562153 U TW M562153U
Authority
TW
Taiwan
Prior art keywords
squares
type
wood
blocks
group
Prior art date
Application number
TW107202307U
Other languages
Chinese (zh)
Inventor
Shan-Bang Liu
Yu-Jen Hu
Zi-Yao Lin
Shi-Qian Pang
shi-wei Ge
Ying-Yu Zeng
Pei-Cen Ke
Original Assignee
Taipei Municipal Dazhi High School
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Taipei Municipal Dazhi High School filed Critical Taipei Municipal Dazhi High School
Priority to TW107202307U priority Critical patent/TWM562153U/en
Publication of TWM562153U publication Critical patent/TWM562153U/en

Links

Landscapes

  • Toys (AREA)

Abstract

一種多方塊立體組木模組,包含複數組木。該等組木用來拼接成一正立方體,每一組木包括至少二方塊,及至少一連結物件,該等方塊相互連接,且每兩個相連的方塊由一連結物件連接。每一方塊呈正立方形且具有十二邊,該連結物件呈長條狀並連接其中一方塊的其中一邊以及另一方塊的其中一邊以連接該等方塊,該等方塊相接的兩邊彼此趨近且相對,該等組木的該等方塊的總數量為二以上之正整數的三次方個。藉由該等方塊的連接方式,使該等組木間實體及空間具有別於傳統的搭配,而能在傳統的遊戲方式下創造新的解法,不僅激發新的思考,亦適合做為數學實作的教具。 A multi-block three-dimensional wood module comprising a complex array of wood. The sets of wood are used to join together into a regular cube, each set of wood comprising at least two squares, and at least one joined object, the squares being interconnected, and each two connected squares being joined by a joined object. Each square is square and has twelve sides. The connecting object is elongated and connects one side of one of the squares and one side of the other square to connect the squares. The two sides of the square are adjacent to each other. In contrast, the total number of such blocks of the group of woods is a cubic of a positive integer of two or more. By means of the connection of the blocks, the entities and spaces of the groups are different from the traditional ones, and a new solution can be created in the traditional game mode, which not only stimulates new thinking, but also serves as a mathematical practice. Teaching aids.

Description

多方塊立體組木模組Multi-cube three-dimensional wood module

本新型是有關於一種組木模組,特別是指一種多方塊立體組木模組。The invention relates to a wood module, in particular to a multi-block three-dimensional wood module.

參閱圖1,索馬立方體(Soma Cube)是著名且普遍的裝嵌遊戲,其包含七塊不同型態的立方體組木11、12、13、14、15、16、17,而每一立方體組木11、12、13、14、15、16、17是由三個或四個小方塊100以面對面連接的方式所構成。其玩法是將該等立方體組木11、12、13、14、15、16、17拼接出一個3×3×3(以一個小方塊100為單位)的正立方體。由於索馬立方體的拼接方式具有多種變化,不僅激發出許多數學研究來尋找索馬立方體的解法,亦常作為數學教學的輔助教具之一。Referring to Figure 1, Soma Cube is a well-known and popular assembly game that consists of seven different types of cubes 11, 12, 13, 14, 15, 16, and 17, and each cube The wood 11, 12, 13, 14, 15, 16, 17 is constructed by three or four small squares 100 connected face to face. The game is to splicing the cubes 11, 12, 13, 14, 15, 16, 17 into a positive cube of 3 x 3 x 3 (in units of one small square 100). Due to the variety of splicing methods of Soma cubes, not only does it stimulate many mathematical studies to find the solution of Soma cubes, but also often serves as one of the auxiliary teaching aids for mathematics teaching.

然而,傳統的索馬立方體已存在市面許久,在許多書面及電子資料上皆可找到相關的解法,因而較容易失去思考的樂趣,此外,目前的數學課程中亦缺乏具體的數學實驗教具,且教具亦不多元,使學生在理解空間抽象概念時較為費力。However, the traditional Soma cubes have existed for a long time in the market. The relevant solutions can be found in many written and electronic materials, so it is easier to lose the fun of thinking. In addition, the current mathematics courses also lack specific mathematical experimental teaching aids. Teaching aids are also not diverse, making it more difficult for students to understand the concept of spatial abstraction.

因此,本新型之目的,即在提供一種可激發新思考且可做為教具使用的多方塊立體組木模組。Therefore, the purpose of the present invention is to provide a multi-block three-dimensional wood module that can stimulate new thinking and can be used as a teaching aid.

於是,本新型多方塊立體組木模組,包含複數組木。該等組木用來拼接成一正立方體,每一組木包括至少二方塊,及至少一連結物件,該等方塊相互連接,且每兩個相連的方塊由一連結物件連接,每一方塊呈正立方形且具有六面、十二邊及八頂點,該連結物件呈長條狀並連接其中一方塊的其中一邊以及另一方塊的其中一邊以連接該等方塊,該等方塊相接的兩邊彼此趨近且相對,該等組木的該等方塊的總數量為二以上之正整數的三次方個。Thus, the novel multi-block three-dimensional wood module comprises a complex array of wood. The sets of wood are used for splicing into a regular cube, each set of wood includes at least two squares, and at least one joined object, the blocks are connected to each other, and each two connected squares are connected by a connecting object, each square being a positive cube And having six sides, twelve sides and eight vertices, the connecting object is elongated and connected to one side of one of the squares and one side of the other square to connect the squares, and the two sides of the squares are connected to each other Nearly and relatively, the total number of such blocks of the group of wood is a cubic of a positive integer of two or more.

本新型之功效在於:每一組木的方塊以邊連邊的方式相接,創造出新的立體結構,使該等組木間實體及空間具有別於傳統以面相連的思維的搭配方式,而能在傳統的遊戲方式下創造新的解法,進而激發新的思考,並利於做為訓練學生空間概念及數學實作的教具。The effect of the novel is that the blocks of each set of wood are connected in a side-by-side manner to create a new three-dimensional structure, so that the entities and spaces of the groups are different from the traditional way of thinking connected by faces. It can create new solutions in the traditional game mode, and then stimulate new thinking, and is useful as a teaching aid for training students' space concepts and mathematics.

在本新型被詳細描述之前,應當注意在以下的說明內容中,類似的元件是以相同的編號來表示。Before the present invention is described in detail, it should be noted that in the following description, similar elements are denoted by the same reference numerals.

參閱圖2,本新型多方塊立體組木模組之一第一實施例,包含複數組木21。Referring to FIG. 2, a first embodiment of the novel multi-block three-dimensional wood module includes a composite array of wood 21.

參閱圖2、圖3及圖6,該等組木21用來拼接成一正立方體2,於本實施例中該等組木21的數量為四個,每一組木21包括二方塊200,及一連結物件201。每一方塊200呈正立方形且具有六面202、十二邊203及八頂點204,每一面202形成有一面孔205,每一邊203形成有二沿邊長相間隔的邊孔206,每一頂點204形成有一頂孔207。該連結物件201呈長條狀,且該連結物件201可拆卸地穿設於其中一方塊200的其中一邊孔206以及另一方塊200的其中一邊孔206以連接該等方塊200,該等方塊200藉由該連結物件201相接的兩邊203彼此趨近且相對,並形成一可供另一組木21的連結物件201穿過的間隙3。該等組木21的該等方塊200的總數量共為八個,且每一組木21的方塊200組合型態皆相同,而該等組木21拼接出的正立方體2為2×2×2(以一個方塊200為單位)的型態。Referring to FIG. 2, FIG. 3 and FIG. 6, the sets of wood 21 are used for splicing into a regular cube 2. In this embodiment, the number of the sets of wood 21 is four, and each set of wood 21 includes two squares 200, and A link object 201. Each of the squares 200 is square and has six sides 202, twelve sides 203 and eight vertices 204. Each side 202 is formed with a face 205, and each side 203 is formed with two edge holes 206 spaced apart along the sides, and each apex 204 is formed with one Top hole 207. The connecting object 201 is in the shape of a strip, and the connecting object 201 is detachably disposed in one of the holes 206 of one of the blocks 200 and one of the holes 206 of the other block 200 to connect the blocks 200. The two sides 203 that are joined by the connecting object 201 approach and oppose each other, and form a gap 3 through which the connecting object 201 of the other set of woods 21 passes. The total number of the blocks 200 of the group 21 is a total of eight, and the combination of the blocks 200 of each group 21 is the same, and the square 2 of the group 21 is 2 × 2 × 2 (in units of one block 200).

需說明的是,於其他實施態樣中,該等組木21可包括相同或不同數量的方塊200及連結物件201,其中,該等組木21的該等方塊200的總數量需為二以上之正整數的三次方個,例如:2 3,3 3,…,n 3,且每一組木21的該等方塊200相互連接,且每兩個相連的方塊200由一連結物件201連接。 It should be noted that, in other implementations, the group of trees 21 may include the same or different number of blocks 200 and the connecting objects 201, wherein the total number of the blocks 200 of the group of trees 21 needs to be two or more. The cubes of the positive integers are, for example, 2 3 , 3 3 , ..., n 3 , and the blocks 200 of each set of wood 21 are connected to each other, and each of the two connected blocks 200 is connected by a joint object 201.

此外,於本實施例中,該等組木21的該等方塊可由木頭雕刻、金屬雕刻、射出成型及3D列印製成,其材質可為ABS(Acrylonitrile Butadiene Styrene)樹脂或PLA(Polylactide),但不以此為限,因此於製造時即形成該等邊孔206、該等面孔205及該等頂孔207。然而,該等組木21的該等方塊200亦可為保麗龍材質,並以牙籤作為連結物件201直接插設於該等方塊200來將其連接,因此該等方塊200亦可不需設有該等邊孔206、面孔205及該等頂孔207。In addition, in the embodiment, the blocks of the group of wood 21 may be made of wood carving, metal engraving, injection molding, and 3D printing, and the material may be ABS (Acrylonitrile Butadiene Styrene) resin or PLA (Polylactide). However, it is not limited thereto, and thus the side holes 206, the faces 205 and the top holes 207 are formed at the time of manufacture. However, the blocks 200 of the group of trees 21 may also be of the styrofoam material, and the toothpicks are directly inserted into the blocks 200 to connect them, so that the blocks 200 need not be provided. The side holes 206, the faces 205 and the top holes 207.

參閱圖2、圖3及圖6,在操作遊戲時,玩家可將任兩個組木21藉由邊203與邊203之間的間隙3嵌接在一起以拼接出該正立方體2。本實施例相較於先前技術,雖然皆可組成一較大的正立方體,但由於本實施例的該等組木21是由該等方塊200以邊連203接邊203的方式構成,其立體結構及所形成的空間位置已完全和傳統的索馬立方體組木不同,因此可在習知的遊戲方法下創造出不同的解法,不僅可激發出不同的思考樂趣,更可衍伸出更多的數學探討。此外,本實施例亦可做為教具使用,由於在嵌接的過程中需思考該等組木21的立體形狀如何與空間作配合,不僅能訓練學生空間的概念,且藉由實際的動手操作,使抽象的概念能以較具體且有趣的方式體會,且該等組木21亦可塗上不同的顏色或標上不同的數字,讓學生在拼接的過程中可一邊紀錄拼接的順序,及記錄不同的組合方式,以實際的操作紀錄來驗證不同問題的數學解。Referring to Figures 2, 3 and 6, when the game is being operated, the player can engage any two sets of wood 21 by the gap 3 between the side 203 and the side 203 to splicing the positive cube 2. Compared with the prior art, the present embodiment can form a larger positive cube. However, since the set of woods 21 of the embodiment is formed by the squares 200 and the edges 203 of the side 203, the three-dimensional structure is formed. The structure and the resulting spatial position are completely different from the traditional Soma cubes, so different solutions can be created under the traditional game method, which not only stimulates different thinking pleasures, but also expands more. Mathematical discussion. In addition, the embodiment can also be used as a teaching aid. Since it is necessary to consider how the three-dimensional shape of the group 21 cooperates with the space during the inlay process, not only can the concept of the student space be trained, but also the actual hands-on operation. So that the abstract concept can be realized in a more specific and interesting way, and the group of wood 21 can also be painted with different colors or marked with different numbers, so that students can record the order of stitching while splicing, and Record different combinations and verify the mathematical solutions to different problems with actual operational records.

參閱圖3、圖4及圖5,值得說明的是,於本實施例中,每一組木21的每一方塊200的每一邊203形成兩個邊孔206,且該等邊孔206分別位於該邊203之中央位置的相反兩側,其目的在於,當任兩組組木21在裝嵌時,可使該等組木21的連結物件201分別錯開,如此可避免該等組木21的連結物件201相疊而使得組合後的外觀一高一低不夠整齊,然而,在其他實施態樣中,每邊203亦可以只形成一邊孔206。Referring to FIG. 3, FIG. 4 and FIG. 5, it should be noted that, in this embodiment, each side 203 of each block 200 of each set of woods 21 forms two side holes 206, and the side holes 206 are respectively located. The opposite sides of the central position of the side 203 are intended to be such that when the two sets of wood 21 are assembled, the joined objects 201 of the sets 21 can be staggered, respectively, so that the group 21 can be avoided. The joined objects 201 are stacked such that the combined appearance is not high enough to be neat, however, in other embodiments, each side 203 may also form only one side aperture 206.

另外,該等方塊200的該等邊孔206、面孔205及頂孔207可用來供該連結物件201穿設,藉此老師及學生可容易地組出不同的組木型式,以利教學或遊戲時做更多的變化。In addition, the side holes 206, the face 205 and the top hole 207 of the block 200 can be used for the connecting object 201 to be worn, so that the teacher and the student can easily assemble different sets of wood type for teaching or game. Do more changes.

參閱圖7及圖9,本新型多方塊立體組木模組之一第二實施例是類似於該第一實施例,其差異在於:該等組木22、23、24、25、26、27、28、29的數量為八個,且其中五個組木22、23、24、25、26的方塊200數量分別為三個,另外三個組木27、28、29的方塊200數量分別為四個,該等組木22~29的該等方塊200的總數量為二十七個,而每一個組木22~29的連結物件201數量則為複數個,每一個組木22~29的方塊200組合型態皆不同,而該等組木22~29拼接出的正立方體2’為3×3×3(以一個方塊200為單位)的形態。Referring to Figures 7 and 9, a second embodiment of the novel multi-block three-dimensional wood module is similar to the first embodiment, with the difference that the groups of wood 22, 23, 24, 25, 26, 27 The number of 28, 29 is eight, and the number of squares 200 of the five groups of wood 22, 23, 24, 25, 26 is three, and the number of squares 200 of the other three groups 27, 28, 29 are respectively Four, the total number of such blocks 200 of the group of woods 22-29 is twenty-seven, and the number of the connected objects 201 of each group of wood 22~29 is plural, each group of wood 22~29 The combination pattern of the squares 200 is different, and the positive cubes 2' spliced by the group of woods 22-29 are in the form of 3×3×3 (in units of one block 200).

方塊200數量為三個的該等組木22、23、24、25、26的方塊200組合型態分別呈C型、I型、A型、J型,及J的鏡射型態,組合型態呈C型的組木22的該等方塊200位於同平面且非直線式依序連接而呈C型,組合型態呈I型的組木23的該等方塊200位於同平面且為直線式依序相連而呈I型,組合型態呈A型的組木24的其中一方塊200與另外兩方塊200位於不同平面且每一方塊200皆與另外兩方塊200彼此相連而呈A型,組合型態呈J型的組木25的其中一方塊200與另外兩方塊200位於不同平面且該等方塊200依序連接而呈J型,組合型態呈J的鏡射型態的組木26的其中一方塊200與另外兩方塊200位於不同平面且該等方塊200依序連接而呈J的鏡射型態。The block 200 of the group of blocks 22, 23, 24, 25, and 26 of the number of blocks 200 is C-type, I-type, A-type, J-type, and J-mirror type, respectively. The blocks 200 of the C-shaped group 22 are in the same plane and are non-linearly connected in a C-shape, and the blocks 200 of the I-type group 23 are in the same plane and are linear. One block 200 is sequentially connected to each other, and one block 200 of the combined type A type is located on a different plane from the other two blocks 200, and each block 200 is connected to the other two blocks 200 to form an A type. One of the blocks 200 of the J-shaped group 25 is located on a different plane from the other two blocks 200, and the blocks 200 are sequentially connected to form a J-type, and the combined type is a mirror-shaped group of J of 26 One of the blocks 200 and the other two blocks 200 are in different planes and the blocks 200 are sequentially connected to form a mirror pattern of J.

方塊200數量為四個的該等組木27、28、29的方塊200組合型態分別呈O型、Y型,及W型態,組合型態呈O型的組木27的該等方塊200位於同平面且環繞連接而成O型,組合型態呈Y型的組木28的該等方塊200位於同平面,且其中一方塊200的其中三個相互平行的邊203分別連接另外三個方塊200而呈Y型,組合型態呈W型的組木的其中兩相連方塊200與另外兩相連方塊200為不同平面,且兩組方塊呈鏡像相連而呈W型。The block 200 of the group of the plurality of blocks 27, 28, and 29 has an O-type, a Y-type, and a W-type, respectively, and the blocks 200 of the O-type group 27 are combined. The blocks 200 are in the same plane and are connected to form an O-shape. The blocks 200 of the Y-shaped combination are located in the same plane, and three of the mutually parallel sides 203 of one of the blocks 200 are respectively connected to the other three blocks. 200 is Y-shaped, and the two connected blocks 200 of the combined type W-shaped group are different planes from the other two connected blocks 200, and the two sets of squares are mirror-connected and W-shaped.

由於本第二實施例具有於該第一實施例相似之結構,因此亦可達成與該第一實施例相同之目的及功效。此外,參閱圖8為該第二實施例的其中一種解法的拼接流程圖,經由軟體數值分析計算,該第二實施例共有46種解,由於本第二實施例的組木數量增加,每一組木22~29間的型態亦不相同,進而增加遊戲的複雜度,而可做為進階版的教具,亦可做為一般成人的益智遊戲。Since the second embodiment has a structure similar to that of the first embodiment, the same objects and effects as those of the first embodiment can be achieved. In addition, referring to FIG. 8 is a splicing flowchart of one of the solutions of the second embodiment. According to the software numerical analysis, the second embodiment has a total of 46 solutions, and the number of the woods in the second embodiment is increased. The type of group 22~29 is also different, which increases the complexity of the game. It can be used as an advanced version of the teaching aid, and can also be used as a general adult puzzle game.

綜上所述,本新型多方塊立體組木模組,藉由該等組木21(22~29)是由該等方塊200以邊203連接邊203的方式組成,在傳統的遊戲方式之下創造出新的解法,進而可激發新的思考,且利用該等組木21拼接的過程可加強學生的空間概念,並能藉由實做來探討遊戲所延伸出的數學問題,而可做為有效訓練數學思維的教具,故確實能達成本新型之目的。In summary, the novel multi-block three-dimensional wood module, by means of the group of wood 21 (22~29) is formed by the square 200 connecting the side 203 with the side 203, under the traditional game mode. Create new solutions that inspire new thinking, and use the process of splicing these groups to enhance the student's spatial concept, and to explore the mathematical problems extended by the game by doing it, but as Effectively training the teaching aids of mathematical thinking, it is indeed possible to achieve the purpose of this new type.

惟以上所述者,僅為本新型之實施例而已,當不能以此限定本新型實施之範圍,凡是依本新型申請專利範圍及專利說明書內容所作之簡單的等效變化與修飾,皆仍屬本新型專利涵蓋之範圍內。However, the above is only the embodiment of the present invention, and when it is not possible to limit the scope of the present invention, all the simple equivalent changes and modifications according to the scope of the patent application and the contents of the patent specification are still This new patent covers the scope.

2‧‧‧正立方體2‧‧‧正 Cube

2’‧‧‧正立方體2'‧‧‧正 Cube

21‧‧‧組木21‧‧‧ groups of wood

22‧‧‧組木22‧‧‧ groups of wood

23‧‧‧組木23‧‧‧

24‧‧‧組木24‧‧‧

25‧‧‧組木25‧‧‧

26‧‧‧組木26‧‧‧

27‧‧‧組木27‧‧‧ groups of wood

28‧‧‧組木28‧‧‧ groups of wood

29‧‧‧組木29‧‧‧

200‧‧‧方塊200‧‧‧ squares

201‧‧‧連結物件201‧‧‧Linked objects

202‧‧‧面202‧‧‧ face

203‧‧‧邊203‧‧‧ side

204‧‧‧頂點204‧‧‧ vertex

205‧‧‧面孔205‧‧‧ faces

206‧‧‧邊孔206‧‧‧ side hole

207‧‧‧頂孔207‧‧‧Top hole

3‧‧‧間隙3‧‧‧ gap

本新型之其他的特徵及功效,將於參照圖式的實施方式中清楚地呈現,其中: 圖1是習知的索馬立方體的七個立體組木的立體圖; 圖2是本新型多方塊立體組木模組的一第一實施例的四個組木的一立體分解圖; 圖3是該第一實施例的部分立體分解圖,說明其中一組木的二方塊及一連結物件的分解狀態; 圖4是沿圖3中之線Ⅳ-Ⅳ所取得的一剖視圖; 圖5是沿圖3中之線Ⅴ-Ⅴ所取得的一剖視圖 圖6是該第一實施例的一立體組合圖,說明該等組木拼接成一正立方體; 圖7是本新型多方塊立體組木模組的一第二實施例的一立體圖,說明該第二實施例的八個組木尚未拼接時的狀態; 圖8是該第二實施例的該等組木的拼接流程示意圖,說明該等組木拼接一正立方體的其中一種解法;及 圖9是該第二實施例的一立體組合圖,說明該等組木拼接成該正立方體。Other features and effects of the present invention will be apparent from the following description of the drawings, wherein: Figure 1 is a perspective view of a conventional three-dimensional group of Soma cubes; FIG. 3 is a partially exploded perspective view of the first embodiment of the first embodiment of the present invention; FIG. 3 is a partially exploded perspective view of the first embodiment of the first embodiment, illustrating the decomposition of the two squares and a joined object of the set of wood. Figure 4 is a cross-sectional view taken along line IV-IV of Figure 3; Figure 5 is a cross-sectional view taken along line V-V of Figure 3; Figure 6 is a perspective assembled view of the first embodiment, FIG. 7 is a perspective view showing a second embodiment of the multi-block three-dimensional wood module of the present invention, illustrating a state in which the eight sets of wood of the second embodiment are not spliced; 8 is a schematic diagram of a splicing flow of the group of woods of the second embodiment, illustrating one of the solutions of the group of wood splicing and a positive cube; and FIG. 9 is a perspective combination diagram of the second embodiment, illustrating the groups Wood is spliced into the cube.

Claims (8)

一種多方塊立體組木模組,包含: 複數組木,用來拼接成一正立方體,每一組木包括至少二方塊,及至少一連結物件, 該等方塊相互連接,且每兩個相連的方塊由一連結物件連接,每一方塊呈正立方形且具有六面、十二邊及八頂點,該連結物件呈長條狀並連接其中一方塊的其中一邊以及另一方塊的其中一邊以連接該等方塊,該等方塊相接的兩邊彼此趨近且相對,該等組木的該等方塊的總數量為二以上之正整數的三次方個。A multi-block three-dimensional wood module comprising: a multi-array wood for splicing into a positive cube, each set of wood comprising at least two squares, and at least one connected object, the blocks being connected to each other, and each two connected squares Connected by a connecting object, each square is square and has six sides, twelve sides and eight vertices, the connecting object is elongated and connected to one side of one of the squares and one side of the other square to connect the same The squares, the two sides of the squares are adjacent to each other and opposite each other, and the total number of the squares of the groups is two or more squares of positive integers. 如請求項1所述的多方塊立體組木模組,其中,該等組木的數量為四且每一組木的方塊組合型態相同,每一組木的方塊數量為兩個且彼此連接,該等組木的該等方塊的總數量為八個。The multi-block stereo group wood module according to claim 1, wherein the number of the group of wood is four and the combination of the blocks of each group is the same, and the number of the blocks of each group is two and connected to each other. The total number of such blocks in the group is eight. 如請求項1所述的多方塊立體組木模組,其中,該等組木的數量為八個,且其中五個組木的方塊數量分別為三個,另外三個組木的方塊數量分別為四個,該等組木的該等方塊的總數量共為二十七個,且每一個組木的方塊組合型態皆不同,而每一個組木的連結物件數量則為複數個。The multi-block three-dimensional wood module according to claim 1, wherein the number of the wood groups is eight, and the number of the squares of the five groups is three, and the number of the other three groups is respectively For four, the total number of such blocks in the group is a total of twenty-seven, and the combination of the blocks of each group is different, and the number of connected objects in each group is plural. 如請求項3所述的多方塊立體組木模組,其中,方塊數量為四個的該等組木的方塊組合型態分別呈O型、Y型,及W型態,組合型態呈O型的組木的該等方塊位於同平面且環繞連接而呈O型,組合型態呈Y型的組木的該等方塊位於同平面,且其中一方塊的其中三個相互平行的邊分別連接另外三個方塊而呈Y型,組合型態呈W型的組木的其中兩相連方塊與另外兩相連方塊為不同平面,且兩組方塊呈鏡像相連而呈W型。The multi-block three-dimensional wood module according to claim 3, wherein the square combination patterns of the four groups of squares are O-type, Y-type, and W-type, respectively, and the combined type is O. The blocks of the type of group wood are located in the same plane and are O-shaped around the connection, and the blocks of the Y-type group are in the same plane, and three of the parallel sides of one of the blocks are respectively connected. The other three blocks are Y-shaped, and the two connected blocks of the W-shaped combination are in different planes, and the two sets of squares are mirror-connected and W-shaped. 如請求項4所述的多方塊立體組木模組,其中,方塊數量為三個的該等組木的方塊組合型態分別呈C型、I型、A型、J型,及J的鏡射型態,組合型態呈C型的組木的該等方塊位於同平面且非直線式依序連接而呈C型,組合型態呈I型的組木的該等方塊位於同平面且為直線式依序相連而呈I型,組合型態呈A型的組木的其中一方塊與另外兩方塊位於不同平面且每一方塊皆與另外兩方塊彼此相連而呈A型,組合型態呈J型的組木的其中一方塊與另外兩方塊位於不同平面且該等方塊依序連接而呈J型,組合型態呈J的鏡射型態的組木的其中一方塊與另外兩方塊位於不同平面且該等方塊依序連接而呈J的鏡射型態。The multi-block three-dimensional wood module according to claim 4, wherein the block combination patterns of the three groups of blocks are C-type, I-type, A-type, J-type, and J-mirror respectively. The squares of the group type of the C-type group are located in the same plane and are non-linearly connected in sequence to form a C-type. The blocks of the combination type I-type group are in the same plane and are The linear type is sequentially connected to form an I type, and one of the squares of the combined type A type is located in a different plane from the other two squares, and each square is connected with the other two squares to form an A type, and the combined type is One of the squares of the J-shaped group is located on a different plane from the other two squares, and the squares are sequentially connected to form a J-shape, and one of the squares of the combined type of the mirrored type of J is located at the other two squares. Different planes and the blocks are sequentially connected to form a mirror pattern of J. 如請求項1所述的多方塊立體組木模組,其中,每一組木的每一方塊的每一邊形成至少一邊孔,每一組木的該連結物件為可拆卸地穿設於該等邊孔。The multi-block three-dimensional wood module of claim 1, wherein each side of each block of each set of wood forms at least one side hole, and the connecting object of each set of wood is detachably disposed on the same Side hole. 如請求項6所述的多方塊立體組木模組,其中,每一組木的每一方塊的每一頂點形成一頂孔,該等頂孔用來供該連結物件穿設。The multi-block three-dimensional wood module of claim 6, wherein each vertex of each block of each set of wood forms a top hole for the connecting object to pass through. 如請求項6所述的多方塊立體組木模組,其中,每一組木的每一方塊的每一面形成一面孔,該等面孔用來供該連結物件穿設。The multi-block three-dimensional wood module of claim 6, wherein each side of each of the sets of wood forms a face for the connecting object to pass through.
TW107202307U 2018-02-13 2018-02-13 Multi-cube three-dimensional building block module TWM562153U (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
TW107202307U TWM562153U (en) 2018-02-13 2018-02-13 Multi-cube three-dimensional building block module

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
TW107202307U TWM562153U (en) 2018-02-13 2018-02-13 Multi-cube three-dimensional building block module

Publications (1)

Publication Number Publication Date
TWM562153U true TWM562153U (en) 2018-06-21

Family

ID=63256924

Family Applications (1)

Application Number Title Priority Date Filing Date
TW107202307U TWM562153U (en) 2018-02-13 2018-02-13 Multi-cube three-dimensional building block module

Country Status (1)

Country Link
TW (1) TWM562153U (en)

Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
TWI636441B (en) * 2015-11-09 2018-09-21 阿自倍爾股份有限公司 Regulator

Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
TWI636441B (en) * 2015-11-09 2018-09-21 阿自倍爾股份有限公司 Regulator

Similar Documents

Publication Publication Date Title
US4334871A (en) Tetrahedron blocks capable of assembly into cubes and pyramids
US4258479A (en) Tetrahedron blocks capable of assembly into cubes and pyramids
EP3395421B1 (en) Building blocks and splicing structure thereof
KR20180030598A (en) Toys Construction Set
JPH03155891A (en) Pyramid puzzle
US11123652B2 (en) Modular cube building block system
US6145837A (en) Three-dimensional geometric puzzle
US3660928A (en) Modular building blocks with interfitting grooved surfaces
AU592144B2 (en) Base element for the production of panels for a toy construction system
TWM562153U (en) Multi-cube three-dimensional building block module
US6790118B2 (en) Block set for educational purposes
US9744473B2 (en) Densely stackable building block system
WO1986004253A1 (en) Toy blocks serving also as intelligence developing materials and capable of being combined at arbitrary angle by racks
US20030013374A1 (en) Sectional cubic block
US3775868A (en) Form board for child education
KR20210109398A (en) Toy Block Elements and Toy Block Set Assembled thereby
JP3156072U (en) Educational toys
JP2009000139A (en) Toy assembling block inspiring intellectual creativity
US6575756B2 (en) Mathematical teaching apparatus
CN207886697U (en) A kind of spelling group block toy
WO2021019792A1 (en) Blocks and assembly toy
CN217448934U (en) Geometric building block
CN104190092B (en) Building blocks
TWM566609U (en) Intelligent puzzle block
KR200366110Y1 (en) Fold-up block for study

Legal Events

Date Code Title Description
MM4K Annulment or lapse of a utility model due to non-payment of fees