Graph theory is surprisingly integral to a lot of patterns that we play with--essentially any time you're dealing with a number of points you're trying to hit in a given sequence and repeat them, you're using graph theory to solve the problem. Here's a little bit of history as to how graph theory came to be and some helpful hints that may help you solve those pesky poi patterns. :)

techblog308.mp4

A couple weeks ago I uploaded a tech blog defining various terms related to a discussion I was having with Alien Jon and Arashi on the Poi Theory group related to inversions and the like. I biffed it a little on defining plane facing, so here is a correction.

techblog307.mp4

Having problems getting your stalls down? Here's the first part of a workout, that if you can master it will give you access to nearly any stall you could possibly want to play with. It bears some resemblance to Yuta's 8 stall theory but applies to every timing and direction combination.

stallworkoutpt1.mp4

A lot of the recent work on inversions both in my videos and others has been based on the notion that inversions and tangles are different versions of the same movement. After playing with them both in the quark/atom framework, I'm realizing the entry for them uses an atom quark rather than a tangle quark. Could this be diagnostic of the difference between an inversion and a tangle or a nifty side-effect of another phenomenon?

techblog304.mp4