hard transition

Video Blog #78: Mixed transition from horizontal cateye to vertical cateye

I got a request this past week based upon a mixed transition diagram I'd posted to Facebook for instructions on how to do one of the transitions outlined in it: namely switching from root horizontal cateye to ET vertical cateye. Primarily I'm using gravity to help in this case, but there is a way to snap the poi head vertically to do it as a mixed transition with the hand soft--it's damned hard, though.

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Video Tech Blog #76: transition theory and weaves

Had an interesting revelation over the weekend: thus far all the work I've done on the concept of transition theory (hard and soft transitions) has been restricted to 2D epi and hypertrochoid shapes. While playing with a mixed transition CAP pattern over the weekend, I suddenly realized I could repeat the pattern without altering its character by switching to the plane behind me. Technically, such a transition means going to an ET relative to wheel plane, but it behaves like an IT due to conservation of angular momentum.

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Poi Epitrochoid transitions part 2: charting transitions and the patterns that emerge

Here's the second installment of my explanation of how hard and soft transitions work with Alien Jon's concept of arcs and loops. Here I demo all the permutations of these transitions through the intratangent circles (concentric) versus extratangent circles (outside--btw, if any mathematicians know what these concepts are actually called, please let me know) for a bunch of different circle sizes.

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Poi epitrochoid transitions part 1: loops, arcs, hard & soft transitions

The first installment of a short series of vids on transitions between unit circle patterns, antispin flowers, and extensions. What the common elements are and how to switch between them. Most of this vid is defining basic vocabulary and providing basic examples of the concepts that will be explored in later videos. A major debt for this is owed to Alien Jon, whose concepts of arcs and loops is one of, if not the critical underpinning of these concepts.

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