Hey there, here’s a little something more that I’m pretty sure will turn your rhythmic world upside-down if you’ll give me about six minutes of your viewing time…

In 1982, the some lessons I took with Terry Bozzio exploded in my head and lit a fire that never went out. It led me to figuring out a systematic approach to understanding where all rhythm patterns came from mathematically. I sucked at math from day one of first grade on up through forever, so, I’d say this discovery was personally kinda huge…

Regular readers have been really cool and kind about humouring me over the past five years, so I’d like to ask them, and you new readers as well, for one small favour: turn up the volume so you can hear my voiceover, and watch this video clip. It’ll show you where everything comes from that you’ll ever play, or at least get you started on it.

There are a finite number of building block rhythm patterns that all larger combinations come from. Binary rhythm pattern theory uses 0s and 1s to prove they exist and create a model of them, which we then re-write with conventional music notation. But first, we gotta prove that a finite number exits… which I’ve done.

Other educators have explored this notion, but I’m pretty sure I can almost absolutely that no one has done it to the degree that I pursued. It was an insane obsession, but the results… are pretty damn cool. And I say that with a lot of unusual pride.

Anyway, the first video was kind of general and broad… but this one gets down to it like nothing you’ve likely ever seen before. The page excerpts from my books are fuzzy at times, just because of conversion I suppose. I’m working on it, so please bear with me. But gimme six minutes… and your head might get set on fire too. I hope so, because all I really want to do in this world any more is get the word out about binary rhythm pattern theory and how it can help expand our rhythmic minds to explore basic patterns, odd meters, polyrhythms and beyond.

And please, if you like this one, tell your friends and share it. I have never asked this, but if you get the message and what it means, you’ll see why. I hope you do, and as always, thanks for checking out my blog. I love writing this stuff!