5 overlapped triangles arranged to make a pentagon but also a cool pentagram in the middle 5 重叠 三角形 5 重叠的三角形
this is as close as you can get making a pentagon with triangles that don't overlap, that is with them pointing inward towards the center 五角大楼 三角形 几乎五角大楼
I haven't been uploading things lately to openclipart since I'm trying to sell my art, but this is a very special one that I think should be shared with the world. There are some amazing illusions that can be done and this is one of them. 神圣 双 五角大楼 神圣的双五角大楼
this is as close as you can get making a pentagon with triangles that don't overlap, that is with them pointing inward towards the center 五角大楼 三角形 形状 几乎一个五边形
I've discovered new shapes which are just like regular polygons, except with round sides! This is the pentagon example 圆 五角大楼 五角星 圆五边形
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 圆圈 六角 内部 多边形内圈
I couldn't figure out how to make a perfect rgb mix like I did with the others. This is the best I could do. It's still cool though just because of it's pentagonality 失败 组合 五角大楼 五角大楼 rgb 组合失败
USA tourism vector pack based on the most landmarks and destinations in Washington DC, capital of the United States. Monument and landmark icons include the White House, Pentagon, Jefferson Memorial, Capitol and Vietnam Memorial. Download stylized Washington icons in vector format 美国 旅行 美国 华盛顿地标
Free vector icon exquisite collection of threedimensional icon vector 长 自行车 蝴蝶 Exquisite collection of threedimensional
Free new year theme vector cool glare graphic ant day 圣诞节 christmas ant New Year Theme Vector Cool Glare
Free classic europeanstyle labels logos vector image in bottle stickers 经典 欧洲 Classic Europeanstyle Labels Logos
我几何书在图书馆中找,看见正多边形内圈。我很好奇,以查看它在它的工作方式。它是与它的多边形工具实际上非常简单。如果您创建任何正多边形,然后将其捕捉到中心的一个圆,然后您可以捕捉到色差的四个管理单元点之一的 1 节点。 多边形 内部 圆 内圆的多边形