From 7ab6000b5c975a7a236b16621d8f30b4913e73a3 Mon Sep 17 00:00:00 2001 From: amiika Date: Mon, 25 Dec 2023 16:11:20 +0000 Subject: [PATCH] deploy: 0d04fb0ebd46e8f820900e42b46ad7d3d97884b9 --- .../{index-f09b1c46.js => index-47b9a628.js} | 24 +++++++++++++----- assets/index-47b9a628.js.gz | Bin 0 -> 824789 bytes assets/index-f09b1c46.js.gz | Bin 824537 -> 0 bytes index.html | 2 +- index.html.gz | Bin 8002 -> 8002 bytes sw.js | 2 +- 6 files changed, 20 insertions(+), 8 deletions(-) rename assets/{index-f09b1c46.js => index-47b9a628.js} (99%) create mode 100644 assets/index-47b9a628.js.gz delete mode 100644 assets/index-f09b1c46.js.gz diff --git a/assets/index-f09b1c46.js b/assets/index-47b9a628.js similarity index 99% rename from assets/index-f09b1c46.js rename to assets/index-47b9a628.js index def7ab1..07ec6aa 100644 --- a/assets/index-f09b1c46.js +++ b/assets/index-47b9a628.js @@ -3575,14 +3575,20 @@ In addition to the transformations, Ziffers implements cyclic methods that can b * hexaCycle(tonnetz: number[], repeats: number = 3): Cycles through chords in the hexa cycle * octaCycle(tonnetz: number[], repeats: number = 4): Cycles through chords in the octa cycle * enneaCycle(tonnetz: number[], repeats: number = 3): Cycles through chords in the ennea cycle -* powerTowers(tonnetz: number[], repeats: number = 3): Cycles trough chords using the power towers -* cubeDance(tonnetz: number[], repeats: number = 3): Cycles trough chords in a cube dance +* powerTowers(tonnetz: number[], repeats: number = 3): Cycles through chords using the Power Towers +* cubeDance(tonnetz: number[], repeats: number = 3): Cycles through chords in a Cube Dance -HexaCycles are sequences of major and minor triads generated by the p and l transformations . Let's take the following example starting with a C chord: C -> Cm -> Ab -> Abm -> E -> Em. You can start on the chord of your choice. +**HexaCycles** are sequences of major and minor triads generated by the p and l transformations . Let's take the following example starting with a C chord: C -> Cm -> Ab -> Abm -> E -> Em. You can start on the chord of your choice. -OctaCycles are sequences of major and minor triads generated using p and r transformations. Starting at C, we have the following sequence: C -> Cm -> Eb -> Ebm -> F# -> F#m -> A -> Am. +**OctaCycles** are sequences of major and minor triads generated using p and r transformations. Starting at C, we have the following sequence: C -> Cm -> Eb -> Ebm -> F# -> F#m -> A -> Am. -Unlike HexaCycles and OctaCycles, EnneaCycles are four-note chord sequences. Considering the functions implemented for tetrachords in Ziffers, we can interpret these sequences as generated by p12, p23, and l13 transformations repeatedly: C7 -> Cm7 -> Cm7b5 -> Ab7 -> Abm7 -> Abm7b5 -> E7 -> Em7 -> Em7b5. +Unlike HexaCycles and OctaCycles, **EnneaCycles** are four-note chord sequences. Considering the functions implemented for tetrachords in Ziffers, we can interpret these sequences as generated by p12, p23, and l13 transformations repeatedly: C7 -> Cm7 -> Cm7b5 -> Ab7 -> Abm7 -> Abm7b5 -> E7 -> Em7 -> Em7b5. + +**Power Towers** use four-note chords (halfdim7, m7 and 7 ). The assembly chords are of type dim7. One of the many paths for succession has been chosen. + +**Cube Dance** is another graph that is built primarily with HexaCycles, except that it adds augmented triads as assemblers. As with Power Towers, one possible path has been selected. + +Both Cube Dance and Power Towers have many chords, so sometimes it will be convenient to slice up fragments of the cycles. Ziffers has some **Generative functions** (e.g., between(start, end)) that may be useful to you. ### Examples: @@ -3604,6 +3610,12 @@ z1("s 0 3 2 1") .adsr(0.1,0.1,0.13,0.15) .out()`,!0)} +${e("Cube Dance swing",` + z1("0").cubeDance([3,4,5]).sound("sine").out()`,!0)} + +${e("Power Towers with pulse",` + z1("2").powerTowers([2,3,7]).between(5,11).sound("sine").out()`,!0)} + ## Cycles with vitamins and repetitions Finally, cyclic methods in Ziffers can also be vitaminized with doses of different Tonnetz. However, this opens the way to different behavior with cycles. @@ -3629,7 +3641,7 @@ z1("0") By default hexaCycles and enneaCycles have 3 repetitions, while octaCycles has 4 repetitions. We have specified a **chromatic scale** although this is the **default scale**. Try changing the **repeats and scales** when playing with different Tonnetz. -* Remark E: These cycles in Tonnetz [3, 4, 5] are implemented based on the work of [Douthett & Steinbach (1998, pp. 245-247)](https://www.jstor.org/stable/843877) +* Remark E: These cycles in Tonnetz [3, 4, 5] are implemented based on the work of [Douthett & Steinbach (1998, pp. 245-247, 253-256)](https://www.jstor.org/stable/843877) ## :construction: Regions and OctaTowers diff --git a/assets/index-47b9a628.js.gz b/assets/index-47b9a628.js.gz new file mode 100644 index 0000000000000000000000000000000000000000..ade6dfb2ce2166a4341057885143445340dd5c40 GIT binary patch literal 824789 zcmV)1K+V4&iwFP!000021MIyESKGSQDEe1I_FCB%QGy+yt2l@ZAO+I$Xra*3++3F8 zh{VOQU0a3%$@%SPOg(Hlgm!)VJLjHz$GBs(!It%$nwpxLFWu9ma(+tAhToaTnn_Q7auG!oC%gwavuHi@Q{IPvc( zXO&x@1*0m$yu+Iw4FW4cE^Ce%hemM9%kBTRc{&Uk_pjbZai zBw&l$)@>Gg+>b&FJ$q4@@(LrP$jhcIyURox}e^R}8)+Vn%t#);1#Yc(q>-iYx9VcJaCElU!Xe2fC$ 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