If you want an #Introduction to what manner of weird person I am (at least some of the time) you can try watching this
https://vimeo.com/339797607
But be aware that I may a different sort of weird person at other times 🤪
<I couldn’t figure out how to embed it or show a picture instead of the link, so here is a GIF of a small bit involving a Cheshire cat…the full video is about 3 1/2 minutes>
#rhombusworms #rhombuses #rhombi #mathart #mathsart #geometry
Clips from the rhombusworm video.
The first shows equilateral (but not necessarily equiangular) polygons rotating to form n-fold rhombus rosettes. In particular, if n is even, then they can be generated by rotating regular n-gons around a point, but if n is odd, it can work with somewhat squished (n+1)-gons formed by merging two equilateral n-gons in a particular way.
The second shows rhombusworms rotating to form the same rosettes.
This one may be a bit more interesting. It is an attempt to decompose simple n-fold rhombus rosettes into smaller rosettes in a way that is related to the factors of n.
Related to the rotating 2n-fold polygons to get rhombus rosettes-thing, here is a picture involving rotating partial rings of polygons to get…well…something.
It is from about 3 years ago. #rhombusRosette #polygons
R. Sunder-Raj