29edo: Difference between revisions

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Edson is a 2.3.7/5.11/5.13/5 subgroup temperament, and 29edo represents the 2.3.11/5.13/5 subgroup to very high accuracy, and the 2.3.7/5.11/5.13/5 to a lesser but still good accuracy, and so can be used with this subgroup, which is liberally supplied with chords such as the [[7:11:13|1-11/7-13/7 (7:11:13)]] chord, the [[The Archipelago|barbados]] triad [[10:13:15|1-13/10-3/2 (10:13:15)]], the minor barbados triad [[26:30:39|1-15/13-3/2 (26:30:39)]], the [[22:28:33|1-14/11-3/2 (22:28:33)]] triad, the [[22:26:33|1-13/11-3/2 (22:26:33)]] triad, and the [[petrmic triad]], a 13-limit [[Dyadic chord|essentially tempered dyadic chord]].

29 tempers out 352/351, 676/675 and 4000/3993 from the 2.3.11/5.13/5 subgroup, and in addition 196/195 ~~and~~ 364/363 from the 2.3.7/5.11/5.13/5 subgroup, so we have various relationships from the tempering, such as the fact that the 1-13/11-3/2 chord and the 1-14/11-3/2 chord are inverses of each other, a major-minor pairing. A larger subgroup containing both of these subgroups is the [[k*N subgroups|3*29 subgroup]] 2.3.125.175.275.325; on this subgroup 29 tunes the same as 87, and the commas of 29 on this subgroup are the same as the 13-limit commas of 87. Still another subgroup of interest is the [[k*N subgroups|2*29 subgroup]] 2.3.25.35.55.65.85; on this subgroup 29 tunes the same as 58 and has the same 17-limit commas.

29 tempers out 352/351, 676/675 and 4000/3993 from the 2.3.11/5.13/5 subgroup, and in addition 196/195, 364/363, and 847/845 from the 2.3.7/5.11/5.13/5 subgroup, so we have various relationships from the tempering, such as the fact that the 1-13/11-3/2 chord and the 1-14/11-3/2 chord are inverses of each other, a major-minor pairing. A larger subgroup containing both of these subgroups is the [[k*N subgroups|3*29 subgroup]] 2.3.125.175.275.325; on this subgroup 29 tunes the same as 87, and the commas of 29 on this subgroup are the same as the 13-limit commas of 87. Still another subgroup of interest is the [[k*N subgroups|2*29 subgroup]] 2.3.25.35.55.65.85; on this subgroup 29 tunes the same as 58 and has the same 17-limit commas.

Due to 29edo's tone-efficient mapping of 2.3.7/5.11/5.13/5, it makes sense to collapse this subgroup to 29edo. One may then expand the subgroup to the full 13-limit, adding an independent generator to reach primes 5, 7, 11, and 13 in one generator. This is [[mystery]] temperament, which has very low [[badness]] despite so many periods per octave. The 58-note MOS gives scope for harmony, with 29 15-odd-limit otonal chords and 29 utonal chords.

Line 66:

| 1

| 41.379

| [[33/32]], [[40/39]], [[45/44]], [[81/80]]

| [[33/32]], [[40/39]], [[45/44]],<br>[[81/80]], [[64/63]]

| negative diminished 2nd,<br>double diminished 3rd

| ^1, vm2

Line 363:

| 28

| 1158.621

| [[64/33]], [[39/20]], [[88/45]] [[160/81]]

| [[64/33]], [[39/20]], [[88/45]],<br>[[160/81]], [[63/32]]

| diminished 9th,<br>double augmented 6th

| ^M7, v8

Line 478:

29edo can be notated three different ways. Using only sharps and flats, the chromatic scale from C is:

{{dash|C, B♯, D♭, C♯, B𝄪/E𝄫, D, C𝄪/F𝄫, E♭, D♯, F♭, E, D𝄪/G𝄫, F, E♯, G♭, F♯, E𝄪/A𝄫, G, F𝄪, A♭, G♯, B𝄫, A, G𝄪/C𝄫, B♭, A♯, C♭, B, A𝄪/D𝄫, C|s=hair~~|d=long~~}}

{{dash|C, B♯, D♭, C♯, B𝄪/E𝄫, D, C𝄪/F𝄫, E♭, D♯, F♭, E, D𝄪/G𝄫, F, E♯, G♭, F♯, E𝄪/A𝄫, G, F𝄪, A♭, G♯, B𝄫, A, G𝄪/C𝄫, B♭, A♯, C♭, B, A𝄪/D𝄫, C|s=hair}}

Here, six pairs of enharmonic equivalents exist:

Line 488:

* C𝄪 = F𝄫

=== ~~Ups and downs~~ notation ===

=== Stein–Zimmermann–Gould notation ===

Since a sharp raises by three steps, 29edo is a good candidate for [[~~ups and downs~~ notation]], ~~similar to [[22edo]]. Spoken as up, downsharp, sharp, etc. Note that downsharp (v#) can be respelled as dup (^^).~~

Since a sharp raises by three steps, 29edo is a good candidate for [[Stein–Zimmermann–Gould notation]], using sharps and flats with arrows similar to [[22edo]]:

~~{{Ups and downs sharpness}}~~

~~Here,~~ sharps and flats with arrows ~~from~~ [[~~Helmholtz–Ellis notation~~]] ~~are used~~:

Note that C♯ is enharmonic to D{{flatup}}, and D♭ is enharmonic to C{{sharpdown}}.

If arrows are taken to have their own layer of enharmonic spellings, then in some cases notes may be best spelled with double arrows.

=== Kite's ups and downs notation ===

29edo can also be notated with [[Kite's ups and downs notation|Kite's ups and downs]], spoken as up, downsharp, sharp, etc. Note that downsharp (v#) can be respelled as dup (^^).

=== Sagittal notation ===

This notation uses the same sagittal sequence as ~~EDOs~~ [[15edo#Sagittal notation|15]] and [[22edo#Sagittal notation|22]].

This notation uses the same sagittal sequence as edos [[15edo #Sagittal notation|15]] and [[22edo #Sagittal notation|22]].

==== Evo flavor ====

Line 1,009:

Line 1,010:

* [https://www.youtube.com/watch?v=me7dHmo3cVs ''Prelude in E Minor "The Great"''] – rendered by Claudi Meneghin (2023)

* [https://www.youtube.com/watch?v=-E-2mszlgWM ''Prelude in E Minor "The Little"''] – rendered by Claudi Meneghin (2024)

; {{W|Kate Bush}}

* [https://www.youtube.com/shorts/QIfqj-8Ojhc ''Army Dreamers'' <nowiki>[short clip]</nowiki>] (1980) - microtonal cover in 29edo by [[Bryan Deister]] (2025)

; {{W|C418}}

* [https://www.youtube.com/shorts/WEu7NzK7u0I ''Cat''] (2011) - microtonal cover in 29edo by [[Bryan Deister]] (2026)

; {{W|Dorian Concept}}

* [https://www.youtube.com/shorts/2NHkGHQ84Qc ''Hide''] (2023/2024) – microtonal cover in 29edo by [[Bryan Deister]] (2025)

; Alan Fennah as "Alternative Radio" (see {{W|Buster (band)|Buster}})

* [https://www.youtube.com/shorts/lOaG5mgYMuM ''Concertina Ballerina''] (1983) – microtonal cover in 29edo by [[Bryan Deister]] (2026)

; {{W|Toby Fox}}

* [https://www.youtube.com/shorts/NYN8EBllJkE ''A Cyber's World''] via ''{{W|Deltarune}} Chapter 2'' (2021) – microtonal cover in 29edo by [[Bryan Deister]] (2023)

* [https://www.youtube.com/watch?v=JOqnRPIOb5o ''Dialtone''] via ''{{W|Deltarune}} Chapter 2'' (2021) – microtonal cover in 29edo by [[Bryan Deister]] (2024)

; {{W|Bart Howard}}

* ''Fly Me to the Moon (29-TET) microtonal cover''] (1954) – microtonal cover in 29edo by ([[Stephen Weigel]] on Lumatone/soft synthesizer and [[Clarissa]] on trumpet) (2026)

** [https://www.youtube.com/watch?v=FFrHIMrAS-E (original performance video)]

** [https://www.youtube.com/watch?v=ZWDCWPOhPAA (transcription)]

; {{W|Kikiyama}} (via {{W|Yume 2kki}})

* [https://www.youtube.com/shorts/UcjQeZot2pk ''Lotus Waters''] (2004) - microtonal cover in 29edo by [[Bryan Deister]] (2025)

; {{W|King Crimson}}

* [https://www.youtube.com/shorts/zWCmzTNddzI ''Discipline''] - microtonal cover in 29edo by [[Bryan Deister]] (2025)

; [https://hsmusic.wiki/artist/james-roach/ James Roach]

* [https://www.youtube.com/shorts/fyPaaW9AyMA ''Pipeorgankind''] (2012) – microtonal cover in 29edo by [[Bryan Deister]] (2024) (the title of the microtonal cover video also includes ''"Homestuck"'', but this appears to be an error)

=== 21st century ===

; [[Charles Loli A.]] ([http://musicool.us/musicool/armonia.htm site]{{dead link}})

* [http://www.microtonalismo.com/el-teclado-29-edo ''Mp3 29EDO - Escala tonal de 17 notas''] {{dead link}}

~~; [[Australopithecine Microtonal Music]]~~

* [https://www.youtube.com/watch?v=yvCVAxyU5ZU ''Toy Shoppe''] (2024)

* [https://www.youtube.com/watch?v=3pAU6_QunmU ''The Sea of Swirly Twirly Gumdrops''] (2024)

; [[User:CellularAutomaton|CellularAutomaton]]

Line 1,022:

Line 1,049:

; [[Bryan Deister]]

* [https://www.youtube.com/shorts/NYN8EBllJkE ''Deltarune - A Cyber's World (microtonal cover in 29edo)''] (2023)

* [https://www.youtube.com/watch?v=HGQ2b6v0TWE ''Glass Animals - Life Itself''] (2023)

* [https://www.youtube.com/watch?v=ktk0VWbUbDg ''microtonal improvisation in 29edo''] (2023)

* [https://www.youtube.com/shorts/fyPaaW9AyMA ''Homestuck: Pipeorgankind (microtonal cover in 29edo)''] (2024)

* [https://www.youtube.com/watch?v=O6JSf-JLqmI ''Army Dreamers - Kate Bush (microtonal cover in 29edo)''] (2024)

* [https://www.youtube.com/watch?v=JOqnRPIOb5o ''Dialtone - Deltarune (microtonal cover in 29edo)''] (2024)

* [https://www.youtube.com/shorts/SH5IQOi33Oo ''29edo groove''] (2025)

* [https://www.youtube.com/shorts/~~2NHkGHQ84Qc~~ ''~~Hide - Dorian Concept (microtonal cover~~ in 29edo~~)''] (2025)~~

* [https://www.youtube.com/shorts/PuaNvxX11II ''an idea in 29edo''] (2026)

* [https://www.youtube.com/shorts/UcjQeZot2pk ''Lotus Waters - Yume 2kki (microtonal cover in 29edo)''] (2025)

* [https://www.youtube.com/shorts/QIfqj-8Ojhc ''(short clip) Army Dreamers - Kate Bush (microtonal 29edo)''] (2025)

* [https://www.youtube.com/shorts/zWCmzTNddzI ''Discipline - King Crimson (microtonal cover in 29edo)''] (2025)

* [https://www.youtube.com/shorts/lOaG5mgYMuM ''Concertina Ballerina - Alternative Radio (microtonal cover in 29edo)''] (2026)

* [https://www.youtube.com/shorts/WEu7NzK7u0I ''Cat - C418 (microtonal cover in 29edo)''] (2026)

~~{{Todo|inline=1|research|comment = Identify the original composers.}}~~

; [[duckapus]]

Line 1,084:

Line 1,100:

* [http://micro.soonlabel.com/tuning-survey/daily20111026-bridgetown-14.mp3 ''Route 14 in Bridgetown'']

; [[~~Stephen Weigel~~]] ~~and [[Clarissa]]~~

; [[Randy Wells]] (Australopithecine XEN)

* ''Fly Me to the Moon (~~29-TET) microtonal cover'' (2026) (Stephen Weigel on Lumatone/soft synthesizer; Clarissa on trumpet~~)

* [https://www.youtube.com/watch?v=yvCVAxyU5ZU ''Toy Shoppe''] (2024)

** [https://www.youtube.com/watch?v=~~FFrHIMrAS-E~~ (~~original performance video~~)]

* [https://www.youtube.com/watch?v=3pAU6_QunmU ''The Sea of Swirly Twirly Gumdrops''] (2024)

** [https://www.youtube.com/watch?v=~~ZWDCWPOhPAA~~ (~~transcription~~)]

; [[Xotla]]

@@ Line 31: / Line 31: @@
 Edson is a 2.3.7/5.11/5.13/5 subgroup temperament, and 29edo represents the 2.3.11/5.13/5 subgroup to very high accuracy, and the 2.3.7/5.11/5.13/5 to a lesser but still good accuracy, and so can be used with this subgroup, which is liberally supplied with chords such as the [[7:11:13|1-11/7-13/7 (7:11:13)]] chord, the [[The Archipelago|barbados]] triad [[10:13:15|1-13/10-3/2 (10:13:15)]], the minor barbados triad [[26:30:39|1-15/13-3/2 (26:30:39)]], the [[22:28:33|1-14/11-3/2 (22:28:33)]] triad, the [[22:26:33|1-13/11-3/2 (22:26:33)]] triad, and the [[petrmic triad]], a 13-limit [[Dyadic chord|essentially tempered dyadic chord]].
-tempers out 352/351, 676/675 and 4000/3993 from the 2.3.11/5.13/5 subgroup, and in addition 196/195 and 364/363 from the 2.3.7/5.11/5.13/5 subgroup, so we have various relationships from the tempering, such as the fact that the 1-13/11-3/2 chord and the 1-14/11-3/2 chord are inverses of each other, a major-minor pairing. A larger subgroup containing both of these subgroups is the [[k*N subgroups|3*29 subgroup]] 2.3.125.175.275.325; on this subgroup 29 tunes the same as 87, and the commas of 29 on this subgroup are the same as the 13-limit commas of 87. Still another subgroup of interest is the [[k*N subgroups|2*29 subgroup]] 2.3.25.35.55.65.85; on this subgroup 29 tunes the same as 58 and has the same 17-limit commas.
+tempers out 352/351, 676/675 and 4000/3993 from the 2.3.11/5.13/5 subgroup, and in addition 196/195, 364/363, and 847/845 from the 2.3.7/5.11/5.13/5 subgroup, so we have various relationships from the tempering, such as the fact that the 1-13/11-3/2 chord and the 1-14/11-3/2 chord are inverses of each other, a major-minor pairing. A larger subgroup containing both of these subgroups is the [[k*N subgroups|3*29 subgroup]] 2.3.125.175.275.325; on this subgroup 29 tunes the same as 87, and the commas of 29 on this subgroup are the same as the 13-limit commas of 87. Still another subgroup of interest is the [[k*N subgroups|2*29 subgroup]] 2.3.25.35.55.65.85; on this subgroup 29 tunes the same as 58 and has the same 17-limit commas.
 Due to 29edo's tone-efficient mapping of 2.3.7/5.11/5.13/5, it makes sense to collapse this subgroup to 29edo. One may then expand the subgroup to the full 13-limit, adding an independent generator to reach primes 5, 7, 11, and 13 in one generator. This is [[mystery]] temperament, which has very low [[badness]] despite so many periods per octave. The 58-note MOS gives scope for harmony, with 29 15-odd-limit otonal chords and 29 utonal chords.
@@ Line 66: / Line 66: @@
 | 1
 | 41.379
-| [[33/32]],  [[40/39]],  [[45/44]], [[81/80]]
+| [[33/32]],  [[40/39]],  [[45/44]],<br>[[81/80]], [[64/63]]
 | negative diminished 2nd,<br>double diminished 3rd
 | ^1, vm2
@@ Line 363: / Line 363: @@
 | 28
 | 1158.621
-| [[64/33]], [[39/20]], [[88/45]] [[160/81]]
+| [[64/33]], [[39/20]], [[88/45]],<br>[[160/81]], [[63/32]]
 | diminished 9th,<br>double augmented 6th
 | ^M7, v8
@@ Line 478: / Line 478: @@
 edo can be notated three different ways. Using only sharps and flats, the chromatic scale from C is:
-{{dash|C, B♯, D♭, C♯, B𝄪/E𝄫, D, C𝄪/F𝄫, E♭, D♯, F♭, E, D𝄪/G𝄫, F, E♯, G♭, F♯, E𝄪/A𝄫, G, F𝄪, A♭, G♯, B𝄫, A, G𝄪/C𝄫, B♭, A♯, C♭, B, A𝄪/D𝄫, C|s=hair|d=long}}
+{{dash|C, B♯, D♭, C♯, B𝄪/E𝄫, D, C𝄪/F𝄫, E♭, D♯, F♭, E, D𝄪/G𝄫, F, E♯, G♭, F♯, E𝄪/A𝄫, G, F𝄪, A♭, G♯, B𝄫, A, G𝄪/C𝄫, B♭, A♯, C♭, B, A𝄪/D𝄫, C|s=hair}}
 Here, six pairs of enharmonic equivalents exist:
@@ Line 488: / Line 488: @@
 * C𝄪 = F𝄫
-=== Ups and downs notation ===
+=== Stein–Zimmermann–Gould notation ===
-Since a sharp raises by three steps, 29edo is a good candidate for [[ups and downs notation]], similar to [[22edo]]. Spoken as up, downsharp, sharp, etc. Note that downsharp (v#) can be respelled as dup (^^).
+Since a sharp raises by three steps, 29edo is a good candidate for [[Stein–Zimmermann–Gould notation]], using sharps and flats with arrows similar to [[22edo]]:
-{{Ups and downs sharpness}}
+{{Sharpness-sharp3-szg}}
-Here, sharps and flats with arrows from [[Helmholtz–Ellis notation]] are used:
-{{Sharpness-sharp3}}
 Note that C♯ is enharmonic to D{{flatup}}, and D♭ is enharmonic to C{{sharpdown}}.
 If arrows are taken to have their own layer of enharmonic spellings, then in some cases notes may be best spelled with double arrows.
+=== Kite's ups and downs notation ===
+edo can also be notated with [[Kite's ups and downs notation|Kite's ups and downs]], spoken as up, downsharp, sharp, etc. Note that downsharp (v#) can be respelled as dup (^^).
+{{Ups and downs sharpness}}
 === Sagittal notation ===
-This notation uses the same sagittal sequence as EDOs [[15edo#Sagittal notation|15]] and [[22edo#Sagittal notation|22]].
+This notation uses the same sagittal sequence as edos [[15edo #Sagittal notation|15]] and [[22edo #Sagittal notation|22]].
 ==== Evo flavor ====
@@ Line 1,009: / Line 1,010: @@
 * [https://www.youtube.com/watch?v=me7dHmo3cVs ''Prelude in E Minor "The Great"''] – rendered by Claudi Meneghin (2023)
 * [https://www.youtube.com/watch?v=-E-2mszlgWM ''Prelude in E Minor "The Little"''] – rendered by Claudi Meneghin (2024)
+; {{W|Kate Bush}}
+* [https://www.youtube.com/shorts/QIfqj-8Ojhc ''Army Dreamers'' <nowiki>[short clip]</nowiki>] (1980) - microtonal cover in 29edo by [[Bryan Deister]] (2025)
+; {{W|C418}}
+* [https://www.youtube.com/shorts/WEu7NzK7u0I ''Cat''] (2011) - microtonal cover in 29edo by [[Bryan Deister]] (2026)
+; {{W|Dorian Concept}}
+* [https://www.youtube.com/shorts/2NHkGHQ84Qc ''Hide''] (2023/2024) – microtonal cover in 29edo by [[Bryan Deister]] (2025)
+; Alan Fennah as "Alternative Radio" (see {{W|Buster (band)|Buster}})
+* [https://www.youtube.com/shorts/lOaG5mgYMuM ''Concertina Ballerina''] (1983) – microtonal cover in 29edo by [[Bryan Deister]] (2026)
+; {{W|Toby Fox}}
+* [https://www.youtube.com/shorts/NYN8EBllJkE ''A Cyber's World''] via ''{{W|Deltarune}} Chapter 2'' (2021) – microtonal cover in 29edo by [[Bryan Deister]] (2023)
+* [https://www.youtube.com/watch?v=JOqnRPIOb5o ''Dialtone''] via ''{{W|Deltarune}} Chapter 2'' (2021) – microtonal cover in 29edo by [[Bryan Deister]] (2024)
+; {{W|Bart Howard}}
+* ''Fly Me to the Moon (29-TET) microtonal cover''] (1954) – microtonal cover in 29edo by ([[Stephen Weigel]] on Lumatone/soft synthesizer and [[Clarissa]] on trumpet) (2026)
+** [https://www.youtube.com/watch?v=FFrHIMrAS-E (original performance video)]
+** [https://www.youtube.com/watch?v=ZWDCWPOhPAA (transcription)]
+; {{W|Kikiyama}} (via {{W|Yume 2kki}})
+* [https://www.youtube.com/shorts/UcjQeZot2pk ''Lotus Waters''] (2004) - microtonal cover in 29edo by [[Bryan Deister]] (2025)
+; {{W|King Crimson}}
+* [https://www.youtube.com/shorts/zWCmzTNddzI ''Discipline''] - microtonal cover in 29edo by [[Bryan Deister]] (2025)
+; [https://hsmusic.wiki/artist/james-roach/ James Roach]
+* [https://www.youtube.com/shorts/fyPaaW9AyMA ''Pipeorgankind''] (2012) – microtonal cover in 29edo by [[Bryan Deister]] (2024) (the title of the microtonal cover video also includes ''"Homestuck"'', but this appears to be an error)
 === 21st century ===
 ; [[Charles Loli A.]] ([http://musicool.us/musicool/armonia.htm site]{{dead link}})
 * [http://www.microtonalismo.com/el-teclado-29-edo ''Mp3 29EDO - Escala tonal de 17 notas''] {{dead link}}
-; [[Australopithecine Microtonal Music]]
-* [https://www.youtube.com/watch?v=yvCVAxyU5ZU ''Toy Shoppe''] (2024)
-* [https://www.youtube.com/watch?v=3pAU6_QunmU ''The Sea of Swirly Twirly Gumdrops''] (2024)
 ; [[User:CellularAutomaton|CellularAutomaton]]
@@ Line 1,022: / Line 1,049: @@
 ; [[Bryan Deister]]
-* [https://www.youtube.com/shorts/NYN8EBllJkE ''Deltarune - A Cyber's World (microtonal cover in 29edo)''] (2023)
 * [https://www.youtube.com/watch?v=HGQ2b6v0TWE ''Glass Animals - Life Itself''] (2023)
 * [https://www.youtube.com/watch?v=ktk0VWbUbDg ''microtonal improvisation in 29edo''] (2023)
-* [https://www.youtube.com/shorts/fyPaaW9AyMA ''Homestuck: Pipeorgankind (microtonal cover in 29edo)''] (2024)
-* [https://www.youtube.com/watch?v=O6JSf-JLqmI ''Army Dreamers - Kate Bush (microtonal cover in 29edo)''] (2024)
-* [https://www.youtube.com/watch?v=JOqnRPIOb5o ''Dialtone - Deltarune (microtonal cover in 29edo)''] (2024)
 * [https://www.youtube.com/shorts/SH5IQOi33Oo ''29edo groove''] (2025)
-* [https://www.youtube.com/shorts/2NHkGHQ84Qc ''Hide - Dorian Concept (microtonal cover in 29edo)''] (2025)
+* [https://www.youtube.com/shorts/PuaNvxX11II ''an idea in 29edo''] (2026)
-* [https://www.youtube.com/shorts/UcjQeZot2pk ''Lotus Waters - Yume 2kki (microtonal cover in 29edo)''] (2025)
-* [https://www.youtube.com/shorts/QIfqj-8Ojhc ''(short clip) Army Dreamers - Kate Bush (microtonal 29edo)''] (2025)
-* [https://www.youtube.com/shorts/zWCmzTNddzI ''Discipline - King Crimson (microtonal cover in 29edo)''] (2025)
-* [https://www.youtube.com/shorts/lOaG5mgYMuM ''Concertina Ballerina - Alternative Radio (microtonal cover in 29edo)''] (2026)
-* [https://www.youtube.com/shorts/WEu7NzK7u0I ''Cat - C418 (microtonal cover in 29edo)''] (2026)
-{{Todo|inline=1|research|comment = Identify the original composers.}}
 ; [[duckapus]]
@@ Line 1,084: / Line 1,100: @@
 * [http://micro.soonlabel.com/tuning-survey/daily20111026-bridgetown-14.mp3 ''Route 14 in Bridgetown'']
-; [[Stephen Weigel]] and [[Clarissa]]
+; [[Randy Wells]] (Australopithecine XEN)
-* ''Fly Me to the Moon (29-TET) microtonal cover'' (2026) (Stephen Weigel on Lumatone/soft synthesizer; Clarissa on trumpet)
+* [https://www.youtube.com/watch?v=yvCVAxyU5ZU ''Toy Shoppe''] (2024)
-** [https://www.youtube.com/watch?v=FFrHIMrAS-E (original performance video)]
+* [https://www.youtube.com/watch?v=3pAU6_QunmU ''The Sea of Swirly Twirly Gumdrops''] (2024)
-** [https://www.youtube.com/watch?v=ZWDCWPOhPAA (transcription)]
 ; [[Xotla]]