很显然,可能使完美的 icosagon 这是一个 20 双面的多边形。这表明我的常用方法我使用我第一次就一个正方形,然后把它们形成一个形状旋转。事实上,我可能正在使用多边形工具,但它是这种方式还挺整洁。更多...... 双面 多边形 Icosagon
a 24gon with every corner connected to every other corner by lines. Took over an hour to make 24gon 连接 多边形 24gon 连接
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
Apparently, it is possible to make a perfect icosagon which is a 20 sided polygon. This shows my common method I use where I first make a square, and then rotate them to form a shape. In fact, I could be using the polygon tool but it's kinda neat this way. More icosagon 多边形 双面 Icosagon
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
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