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| − | The simplest non-isochronous Euclidean rhythm that fits into a power of 2, the domain of ubiquitous "common time" and strictly duple rhythmic divisions of classical theory. It is the general rhythmic framework of the Renaissance-era ''pavane,'' and at high speeds it is the familiar "gallop" rhythm of rock and heavy metal. |
+ | The simplest non-isochronous Euclidean rhythm that fits into a power of 2, the domain of ubiquitous "common time" and strictly duple rhythmic divisions of Western classical theory. It is the general rhythmic framework of the Renaissance-era ''pavane,'' and at high speeds it is the familiar "gallop" rhythm of rock and heavy metal. |
== Numerical Breakdown == |
== Numerical Breakdown == |
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=== Rotation 3 === |
=== Rotation 3 === |
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| + | [https://www.youtube.com/watch?v=z2dBwYSg0y8 "Freya"] by The Sword (chorus + breakdown section at 2:47) |
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Latest revision as of 10:52, 29 October 2018
The simplest non-isochronous Euclidean rhythm that fits into a power of 2, the domain of ubiquitous "common time" and strictly duple rhythmic divisions of Western classical theory. It is the general rhythmic framework of the Renaissance-era pavane, and at high speeds it is the familiar "gallop" rhythm of rock and heavy metal.
Numerical Breakdown[]
1 group of 2
2 groups of 1
Whole Rhythm Maximum IOI: 450ms (2.2nps, 133.3BPM)
Largest Cell Maximum IOI: 900ms (1.1nps, 66.6BPM)
Variations[]
Basic Rotations[]
| 1 | x | x | x | |
|---|---|---|---|---|
| 2 | x | x | x | |
| 3 | x | x | x |
Modifications[]
A standard modification (altering one cell by a step) is equivalent to a rotation. No permutation is distinct from a modification either.
Examples[]
Rotation 1[]
"Jacky" by Scott Walker
"Barracuda" by Heart
Rotation 2[]
"Raining Blood" by Slayer (section starting 0:43)
Rotation 3[]
"Freya" by The Sword (chorus + breakdown section at 2:47)