I always thought that I'd use this as a background for a slide. I haven't found a presentation that it works with though. 六角形 バック グラウンド 花 六角形の背景
This version of the colorful hex grid is tileable, just in case you want to use it as wallpaper or something. 16 進数 六角形 六角形 六角形のタイル
I used regular hexagons for this but it's not that much different from the other. 六角形 トライアングル 三角形 三角正規の 16 進数の A ホップ
This is another one of those impossible shape illusions. As usual, it can appear as a hexagon or cube. ことはできません。 六角形 キューブ 不可能な六角形のキューブ
This is the best I could do at fitting my 24 color palette into a hexagon. It's made of 24 triangles. 色 六角形 24 色の六角形
This is an inkscape drawing based on one of the levels in the open source hex-a-hop game. It doesn't look much like the original but I like it with these colors better. The hexagons in the game were not true regular hexagons and I drew them based on the original design. 16 進数 六角形 六角形の三角形のホップ
This picture is meant to show people the supreme shapes. They were designed to be big enough to see clearly. I made them in inkscape, which is currently the best free vector graphics program available for Linux. When dealing with the natural world we live in, we tend to not appreciate the most basic things around us. Many colors, numbers, and shapes, make up the objects which we see and feel. Although there are endless variations of everything,I have noticed that almost everything man made tends to resemble one of 4 common shapes. Also, look up the definition of supreme and you'll see why I like this word. http://en.wiktionary.org/wiki/supreme regular quadrilateral(square) The square is my favorite shape of all. All of it's four sides are the same length. Many people think that a square and rectangle are different things, however, a square is a type of rectangle. Other rectangles may have a different width/height ratio but all types of rectangles are useful for building things(brick houses,legos,chessboards,etc). It's also the only type of shape which can actually be represented accurately on a computer screen because pixels are squares. If you look around you, you'll probably find that squares and other rectangles(all of which can be divided into smaller squares), are the most commonly made shape of all man-made objects. The 3 dimensional version of a square is called a cube. Most furniture and storage containers are a rectangle on every side. regular triangle A triangle is a 3 sided shape. All triangles are interesting, however, the most commonly used triangle is a regular or equilateral triangle. Regular triangles have something in common with squares in that both of them can tesselate. This means that it's possible fit a bunch of them together with no gaps. Many times, the are useful in making other shapes. regular hexagon A hexagon has 6 sides, but a regular hexagon is the most useful because it is the regular polygon with the most sides that can still tesselate perfectly! A regular hexagon can be formed with 6 regular triangles. circle circles are totally different from the other 3 supreme shapes. They do not tesselate, they can't be described by a number of sides. However, there are two reason that I include them in my definition of supreme shapes. First, they occur in God's creation more than anything else. Almost all plants have circular parts. The stems of plants(and trunks of trees), many fruits, and maybe every living animal. Although not all things are perfect circles, many things on the human body are mostly round. Rarely do you find anything that is flat or straight. The second reason is that they are useful for anything that is designed to move. Think of wheels on everything or spheres which are used for nearly every sport. Round things move easy. This is the total opposite of rectangles which are useful when you need something to stay in one place. スクエア サークル トライアングル 最高の図形
I give up on naming all these. If somebody comes up with a good name for it though I might change it. 六角形 テッセレーション 3 月 六角テッセレーション 2011 年 3 月 3 日
I like using strange shapes to make squares. It also resulted in tetragrams. 六角形 スクエア お 六角形正方形 Tetragrams
I put my favorite regular polygons inside circles and gave them colors to match the circle opposite them. Each type of polygon appears 3 times. I also have a black circle in the middle because I don't want black to be forgotten. 4 ポリゴン サークル虹で トライアングル スクエア 4 ポリゴン サークル虹で
These circles fit together tightly give the appearance of a hexagon and in the gaps, a hexagram. サークル 六角形 六芒星 サークル六角卦
this is one of the coolest things yet. It almost competes with the chessboard in it's awesomeness. Each of the shapes I could go on forever about but it would be more important to describe how I did it. Starting with the top going clockwise, I made the 4 supreme regular polygons. They are the most well known polygons. The next four shapes I'm unsure if they have a name, but they are created by the gaps between different numbers of circles. They may not be as well known as the regular polygons. Since they are curved instead of straight edged, they could be called polycurves. Last but certainly not least, the circle is in the center. It's not a polygon or a polycurve, but it's the most commonly occuring shape in the universe as far as I know. Also I had to include it since the polycurves were made from circle gaps. 多角形 最高 図形 9 最高図形
There are so many hexagons! A spiral like this can't just added to by simple copy pasting like I do with a chessboard. I had to copy each hexagon one at a time! 120 六角スパイラル 10 色 120 六角スパイラル
flag red shape asia japan japanese hexagon asian geometric kochi Flag Of Kochi Kochi clip art フラグ 高知 赤い形状アジア日本日本六角アジア幾何高知をフラグします。
outline curves ornament hexagon decorative coloring Decorative Ornament clip art 装飾的です 飾り 曲線飾り六角装飾ぬりえの概要を説明します。
This is a picture containing 12 kinds of polygons, some of which also could also be considered a star. The main goal of this is to show that the more points a regular polygon or star has, the closer it becomes to being a circle. The circle is in the middle because I like to have it included and because something should be in the middle. There is also a dodecagon in the vector file which is what held the 12 polygons in the proper place. サークル トライアングル スクエア 円とポリゴンの星
These are made of thirds of regular triangles. I made 3 hexagons with hexagrams inside. トライアングル 第 3 回 六角形 三角形の 3 分
I was looking in a geometry book at the library and saw regular polygons inside circles. I was curious to see how it works in inkscape. It's actually very easy with inkscape's polygon tool. If you create any regular polygon, then snap it to the center of a circle, then you can snap the 1 node to one of the four orthagonal snap points. 多角形 内部 サークル ポリゴンの内側の円
there is a lot going on in this picture. there are 4 triangles and 2 hexagons. In the middle it appears to be a dodecagon. 複雑な 接続 六角形 複雑な接続
full mesh network, each 12 points are connected with each other. this drawing can be used as an example to network topologies (e.g. cisco full mesh) メッシュ 林 多角形 完全メッシュ 12 ポイント