antispin

Video Tech Blog #80: vesica piscis soft transitions

Christian (Insignia) posted a series of images to his Facebook profile last week detailing a few diagrams wherein a body could transition between triquetras and cateyes in a variety of really fascinating ways. After playing around with the idea for a little while and realizing it featured a geometric concept called a vesica piscis, I worked out where playing with cateyes and triquetras using the concept could take you. Ironically, the shapes are all axially, but not radially symmetric as Christian's diagrams came out.

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Video Tech Blog #79: CAP to hybrid stalls and transitions out

Nick Woolsey and G posted a video today that featured G doing a crazy kind of hybrid stall I'd never seen before. I got to playing with it and here is a fun pattern that came out of it, switching between CAP patterns with a split buzzsaw flower.

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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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Video Tech Blog #75: 6-petal split-opposites antispin flowers with doubles

It's been a while since I've broken out the doubles! This past weekend a friend and former student showed me an alternate way to perform a split-time opposites antispin flower with doubles that opened the door to figuring out how a couple friends from Virginia Beach are able to do a 6-petal variant of this same move. Basically: you switching from thumbs leading to pinkies leading. Here is a demo and detailed instructions.

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Video Tech Blog #74: mixed transition CAPs with a vertical split

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Video Tech Blog #72: inverted mixed transitions

DerPoiBenne sent me an inquiry about doing a mixed transition with loop up top and extension down below inverted and it turns out it's doable with a stall. Here it is performed in split opposites such that one segment is antispin flower and the other is extension. I'd originally misunderstood what he was suggesting and did the loop as a major translation/linear isolation, so here is an interesting 4-step pattern using this property as well.

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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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Video Tech Blog #65: float throws, crosser transitions, CAP/BTH hybrid

Though I've long admired them, I haven't until recently taken the plunge into really learning float throws. Here are a couple variants I spent much of the holidays working on. The first is a plane-shifting throw wherein you switch the poi into horizontal plane at the height of the float and catch them as they rotate. The other involves reversing the orientation of one's hands before catching the poi such that you catch them with one hand behind your back. Needless to say, both of these still need a lot of work.

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Video Tech Blog #62: Mode transitions in 9-square

 After working through trying to do a mode change in same direction with Charlie's 9-square theory, I came up with an interesting solution that involves using soft transitions across a unit circle grid to switch between box and diamond mode. The idea for this is centered on isopops from hooping and more specifically how you can change circle size by treating them as adjacent circles rather than dilations of the same circle. Included is a demo of how this technique can be used to switch between iso vs cateye antibrid to static vs triquetra antibrid to iso vs extension and back again.

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