Inspired by a recent photograph of some really gorgeous toroid triangles put together (https://s3.amazonaws.com/com.offerpop.datastore/276469/UhwaNA.png) I went on a little bit of a quest to put together a bunch of different toroid triangle orientations and found fun ways to integrate them into my spinning in surprising ways, including plane shifting and inversions.

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I've demonstrated the unicursal hexagram on this blog before, but it's only been recently that I've been able to perform a more regular hexagram--the type that looks like a Star of David with a pair of overlapping triangles. Here are two approaches to making it. One has one point up and one down and the other has the points out to the side.

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Included in this odds and ends collection: a few variants on horizontal pendulum stall stacking and by popular demand some of the Arashi tech I've had on the blog lately rendered with glow so you can see the trails of the poi as they go along. Finally, a nifty hybrid e6 and I worked on this weekend--taking Arashi tech and hybridizing it with trochoid spinning. The result is ultra bizarre, but I think looks really cool.

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Here's part two of my wrap-up from Arashi's Firedrums class. This covers how you can use the poi plane and cross points to build polygons rather than using the traditional trochoid method of defining polygon sides with an arc and corners with loops/petals. The implications of this are really cool because they allow you to build polygons that present an image in three dimensions rather than the flat shapes we normally work with.

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