dodecagon connections This is one of many in my series I call connections. It connects every point to every other point in a regular polygon. These take a lot longer to make than tessellations. Go to http://www.fmepedia.com/index.php/Polygon_Art to see more examples 连接 正 多边形 自定连接
正连接这是一个许多人在我的系列我呼叫连接。它连接的每个点到正多边形的每一点。这些长了很多,使比图解。转到 http://www.fmepedia.com/index.php/Polygon_Art,查看更多示例。 正 连接 双面 正连接
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 连接 费解 正 令人费解的连接
A dodecagon with every point an integer according to inkscape. As the picture shows, a dodecagon can be made of regular triangles connected in this way. It's based off of my recent triangle discovery 正 整数 点 整数点自定
This shows how the angles in the 30,60,90 triangle can form part of a square, hexagon, or dodecagon 令人惊叹 钱德勒 正 惊人的 30,60,90 三角