Nicetone: Difference between revisions

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'''Nicetone''' (also known as the '''Zarlino pattern''' or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety|~~Maximum~~ variety 3]] scale with the step ~~pattern~~ 3L 2m 2s. Nicetone is a [[~~Chirality|~~chiral]] scale with left-handed (~~LmLsmLs~~) and right-handed (~~LmLsLms~~) variants that are rotationally non-equivalent. [[15edo]] is the first equal division that supports nicetone.

'''Nicetone''' (also known as the '''Zarlino pattern''' or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety|maximum-variety-3]] scale with the [[step signature]] 3L 2M 2s. Nicetone is a [[chiral]] scale with left-handed (LH, step pattern LMLsMLs) and right-handed (RH, step pattern LMLsLMs) variants that are rotationally non-equivalent. [[15edo]] is the first equal division that supports nicetone.

Nicetone has the same pattern of the [[5-limit]] [[Zarlino]] scale, though it encompasses the whole range of 3L 2m 2s. It's also a subset of the 5L 2m 3s [[blackdye]] scale.

Nicetone has the same pattern of the [[5-limit]] [[Zarlino]] scale, though it encompasses the whole range of 3L 2M 2s. It's also a subset of the 5L 2m 3s [[blackdye]] scale.

Nicetone is intermediate between the [[5L 2s]] diatonic scale and the [[3L 4s]] neutral scale.

Nicetone can be tuned as a [[5-limit]] JI scale or a tempered version thereof, where L represents [[9/8]], m represents [[10/9]], and s represents [[16/15]].

Nicetone can be tuned as a [[5-limit]] JI scale or a tempered version thereof, where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]].

{| class="wikitable" style="margin-left: auto; margin-right: auto;"

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! Name !! Structure !! Step Sizes !! Graphical Representation

|-

| Ptolemaic || 3L 2m 2s || 9\53, 8\53, 5\53 || ├────────┼───────┼────┼────────┼───────┼────────┼────┤

| Ptolemaic || 3L 2M 2s || 9\53, 8\53, 5\53 || ├────────┼───────┼────┼────────┼───────┼────────┼────┤

|-

| Pythagorean || rowspan="2" | 5L 2s || 9\53, 4\53 || ├────────┼────────┼───┼────────┼────────┼────────┼───┤

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| Mosh || 3L 4s || 7\33, 3\33 || ├──┼──────┼──┼──────┼──┼──┼──────┤

|-

| Nicetone || 3L 2m 2s || 7\33, 4\33, 2\33 || ├───┼──────┼─┼──────┼───┼─┼──────┤

| Nicetone || 3L 2M 2s || 7\33, 4\33, 2\33 || ├───┼──────┼─┼──────┼───┼─┼──────┤

|-

| Antipentic || 3L 2s || 7\33, 6\33 || ├─────┼──────┼──────┼─────┼──────┤

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== Intervals ==

The following is a table of nicetone intervals and their abstract sizes in terms of L, m and s. Given concrete sizes of L, m and s in EDO steps or cents, you can compute the concrete size of any interval in nicetone using the following expressions.

The following is a table of nicetone intervals and their abstract sizes in terms of L, M and s. Given concrete sizes of L, M and s in EDO steps or cents, you can compute the concrete size of any interval in nicetone using the following expressions.

{| class="wikitable right-2 right-3 right-4 right-5 right-6 right-7"

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! Sizes

! 5-limit JI

! [[15edo]] (L:m:s = 3:2:1)

! [[15edo]] (L:M:s = 3:2:1)

! [[41edo]] (L:m:s = 7:6:4)

! [[41edo]] (L:M:s = 7:6:4)

|- bgcolor="#eaeaff"

!rowspan=3|Second ([[TAMNAMS|1-step]])

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|- bgcolor="#eaeaff"

!|medium

| m

| M

| 10/9, 182.40¢

| 2\15, 160.00¢

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!rowspan=3|Third ([[TAMNAMS|2-step]])

!|small

| m + s

| M + s

| 32/27, 294.13¢

| 3\15, 240.00¢

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|-

!|large

| L + m

| L + M

| 5/4, 386.31¢

| 5\15, 400.00¢

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!rowspan=3|Fourth ([[TAMNAMS|3-step]])

!|small

| L + m + s

| L + M + s

| 4/3, 498.04¢

| 6\15, 480.00¢

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|- bgcolor="#eaeaff"

!|large

| 2L + m

| 2L + M

| 45/32, 590.22¢

| 8\15, 640.00¢

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!rowspan=3|Fifth ([[TAMNAMS|4-step]])

!|small

| L + m + 2s

| L + M + 2s

| 64/45, 609.78¢

| 7\15, 560.00¢

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|-

!|medium

| L + 2m + s

| L + 2M + s

| 40/27, 680.45¢

| 8\15, 640.00¢

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|-

!|large

| 2L + m + s

| 2L + M + s

| 3/2, 701.96¢

| 9\15, 720.00¢

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!rowspan=3|Sixth ([[TAMNAMS|5-step]])

!|small

| 2L + m + 2s

| 2L + M + 2s

| 8/5, 813.69¢

| 10\15, 800.00¢

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|- bgcolor="#eaeaff"

!|medium

| 2L + 2m + s

| 2L + 2M + s

| 5/3, 884.36¢

| 11\15, 880.00¢

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|- bgcolor="#eaeaff"

!|large

| 3L + m + s

| 3L + M + s

| 27/16, 905.87¢

| 12\15, 960.00¢

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!rowspan=3|Seventh ([[TAMNAMS|6-step]])

!| small

| 2L + 2m + 2s

| 2L + 2M + 2s

| 16/9, 996.09¢

| 12\15, 960.00¢

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|-

!|medium

| 3L + m + 2s

| 3L + M + 2s

| 9/5, 1017.60¢

| 13\15, 1040.00¢

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|-

!|large

| 3L + 2m + s

| 3L + 2M + s

| 15/8, 1088.27¢

| 14\15, 1120.00¢

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!Right handed

|-

|~~LmLsmLs~~ LH Nice-Lydian

|LMLsMLs LH Nice-Lydian

|~~LmLsLms~~ RH Nice-Lydian

|LMLsLMs RH Nice-Lydian

|-

|~~mLsLmLs~~ LH Nice-Ionian

|MLsLMLs LH Nice-Ionian

|~~LmsLmLs~~ RH Nice-Ionian

|LMsLMLs RH Nice-Ionian

|-

|~~mLsmLsL~~ LH Nice-Mixolydian

|MLsMLsL LH Nice-Mixolydian

|~~mLsLmsL~~ RH Nice-Mixolydian

|MLsLMsL RH Nice-Mixolydian

|-

|~~LsLmLsm~~ LH Nice-Dorian

|LsLMLsM LH Nice-Dorian

|~~msLmLsL~~ RH Nice-Dorian

|MsLMLsL RH Nice-Dorian

|-

|~~LsmLsLm~~ LH Nice-Aeolian

|LsMLsLM LH Nice-Aeolian

|~~LsLmsLm~~ RH Nice-Aeolian

|LsLMsLM RH Nice-Aeolian

|-

|~~sLmLsmL~~ LH Nice-Phrygian

|sLMLsML LH Nice-Phrygian

|~~sLmLsLm~~ RH Nice-Phrygian

|sLMLsLM RH Nice-Phrygian

|-

|~~smLsLmL~~ LH Nice-Locrian

|sMLsLML LH Nice-Locrian

|~~sLmsLmL~~ RH Nice-Locrian

|sLMsLML RH Nice-Locrian

|}

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! Tuning range (in [[octave]]s)

|-

! Outer generator (''G''1 = 2L + m + s)

! Outer generator (''G''1 = 2L + M + s)

| <math>\displaystyle \frac{4}{7} < G_\text{1} < \frac{2}{3}</math>

|-

! RH inner generator (''G''2R = L + m)

! RH inner generator (''G''2R = L + M)

| <math>\displaystyle \frac{1}{2} G_\text{1} < G_\text{2R} < 4 G_\text{1} - 2 \text{ for } \frac{4}{7} < G_\text{1} ≤ \frac{3}{5}</math> <math>\displaystyle \frac{1}{2} G_\text{1} < G_\text{2R} < 1 - G_\text{1} \text{ for }\frac{3}{5} ≤ G_\text{1} < \frac{2}{3}</math>

|-

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|+Common Nicetone tunings

! rowspan="2" | Tuning

! rowspan="2" | L:m:s

! rowspan="2" | L:M:s

! colspan="3" | Size of step (¢)

! colspan="2" | Inner generator

! rowspan="2" | Outer generator (2L+m+s)

! rowspan="2" | Outer generator (2L+M+s)

! rowspan="2" | Comments

|-

! L

! m

! M

! s

! LH (L+s)

! RH (L+m)

! RH (L+M)

|-

| 5-limit JI || ||203.910||182.404||111.731||315.641||386.314||701.955||L=9/8, m=10/9, s=16/15

| 5-limit JI || ||203.910||182.404||111.731||315.641||386.314||701.955||L=9/8, M=10/9, s=16/15

|-

|[[15edo]]||3:2:1||240.000||160.000||80.000||320.000||400.000||720.000||5-limit patent val

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Nicetone has following generator-offset MV3 supersets:

* [[Sephipechroid]]: 13-note 3L 5m 5s scale (~~LmsmLsmsLmsms~~ and ~~LmsmLsmsmLsms~~)

* [[Sephipechroid]]: 13-note 3L 5M 5s scale (LMsMLsMsLMsMs and LMsMLsMsMLsMs)

* [[Interoneichro]]: 13-note 5L 3m 5s scale (~~LmsLsLmsLsmLs~~ and ~~LmsLsmLsLsmLs~~)

* [[Interoneichro]]: 13-note 5L 3M 5s scale (LMsLsLMsLsMLs and LMsLsMLsLsMLs)

* [[Sephimechroid]]: 13-note 5L 5m 3s scale (~~LmLmsLmLsmLms~~ and ~~LmLsmLmLsmLms~~)

* [[Sephimechroid]]: 13-note 5L 5M 3s scale (LMLMsLMLsMLMs and LMLsMLMLsMLMs)

* [[Beatloid]]: 17-note 5L 5m 7s scale (~~LmsLsmLsmsLmsLsms~~ and ~~LmsLsmLsmsLsmLsms~~)

* [[Beatloid]]: 17-note 5L 5M 7s scale (LMsLsMLsMsLMsLsMs and LMsLsMLsMsLsMLsMs)

* [[Enharoid]]: 17-note 5L 7m 5s scale (~~LmsLmsmLmsLmsmLsm~~ and ~~LmsLmsmLsmLmsmLsm~~)

* [[Enharoid]]: 17-note 5L 7M 5s scale (LMsLMsMLMsLMsMLsM and LMsLMsMLsMLMsMLsM)

* [[Moharoid]]: 17-note 7L 5m 5s scale (~~LmLsLmsLmLsmLsLms~~ and ~~LmLsmLsLmLsmLsLms~~)

* [[Moharoid]]: 17-note 7L 5M 5s scale (LMLsLMsLMLsMLsLMs and LMLsMLsLMLsMLsLMs)

Remarkable non-MV3 generator-offset supersets include [[blackdye]] (10-note, LmLsLmLsLs).

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* [[Blackdye]] – a 10-note scale that is an extension to nicetone.

* [[Zarlino]] – a 5-limit JI scale with the same pattern.

* [[Omnidiatonic]] – sister 2L 3m 2s scale

* [[Omnidiatonic]] – sister 2L 3M 2s scale

* [[Antinicetone]] – sister 2L 2m 3s scale

* [[Antinicetone]] – sister 2L 2M 3s scale

* [[5L 2s]] – LM-equalized version of nicetone

** [[5L 2s Muddles]] – other diatonic muddles

@@ Line 1: / Line 1: @@
-'''Nicetone''' (also known as the '''Zarlino pattern''' or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety|Maximum variety 3]] scale with the step pattern 3L 2m 2s. Nicetone is a [[Chirality|chiral]] scale with left-handed (LmLsmLs) and right-handed (LmLsLms) variants that are rotationally non-equivalent. [[15edo]] is the first equal division that supports nicetone.
+'''Nicetone''' (also known as the '''Zarlino pattern''' or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety|maximum-variety-3]] scale with the [[step signature]] 3L 2M 2s. Nicetone is a [[chiral]] scale with left-handed (LH, step pattern LMLsMLs) and right-handed (RH, step pattern LMLsLMs) variants that are rotationally non-equivalent. [[15edo]] is the first equal division that supports nicetone.
-Nicetone has the same pattern of the [[5-limit]] [[Zarlino]] scale, though it encompasses the whole range of 3L 2m 2s. It's also a subset of the 5L 2m 3s [[blackdye]] scale.
+Nicetone has the same pattern of the [[5-limit]] [[Zarlino]] scale, though it encompasses the whole range of 3L 2M 2s. It's also a subset of the 5L 2m 3s [[blackdye]] scale.
 Nicetone is intermediate between the [[5L 2s]] diatonic scale and the [[3L 4s]] neutral scale.
-Nicetone can be tuned as a [[5-limit]] JI scale or a tempered version thereof, where L represents [[9/8]], m represents [[10/9]], and s represents [[16/15]].
+Nicetone can be tuned as a [[5-limit]] JI scale or a tempered version thereof, where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]].
 {| class="wikitable" style="margin-left: auto; margin-right: auto;"
@@ Line 12: / Line 12: @@
 ! Name !! Structure !! Step Sizes !! Graphical Representation
 |-
-| Ptolemaic || 3L 2m 2s || 9\53, 8\53, 5\53 || ├────────┼───────┼────┼────────┼───────┼────────┼────┤
+| Ptolemaic || 3L 2M 2s || 9\53, 8\53, 5\53 || ├────────┼───────┼────┼────────┼───────┼────────┼────┤
 |-
 | Pythagorean || rowspan="2" | 5L 2s || 9\53, 4\53 || ├────────┼────────┼───┼────────┼────────┼────────┼───┤
@@ Line 26: / Line 26: @@
 | Mosh || 3L 4s || 7\33, 3\33 || ├──┼──────┼──┼──────┼──┼──┼──────┤
 |-
-| Nicetone || 3L 2m 2s || 7\33, 4\33, 2\33 || ├───┼──────┼─┼──────┼───┼─┼──────┤
+| Nicetone || 3L 2M 2s || 7\33, 4\33, 2\33 || ├───┼──────┼─┼──────┼───┼─┼──────┤
 |-
 | Antipentic || 3L 2s || 7\33, 6\33 || ├─────┼──────┼──────┼─────┼──────┤
@@ Line 32: / Line 32: @@
 == Intervals ==
-The following is a table of nicetone intervals and their abstract sizes in terms of L, m and s. Given concrete sizes of L, m and s in EDO steps or cents, you can compute the concrete size of any interval in nicetone using the following expressions.
+The following is a table of nicetone intervals and their abstract sizes in terms of L, M and s. Given concrete sizes of L, M and s in EDO steps or cents, you can compute the concrete size of any interval in nicetone using the following expressions.
 {| class="wikitable right-2 right-3 right-4 right-5 right-6 right-7"
@@ Line 40: / Line 40: @@
 ! Sizes
 ! 5-limit JI
-! [[15edo]] <br>(L:m:s = 3:2:1)
+! [[15edo]] <br>(L:M:s = 3:2:1)
-! [[41edo]] <br>(L:m:s = 7:6:4)
+! [[41edo]] <br>(L:M:s = 7:6:4)
 |- bgcolor="#eaeaff"
 !rowspan=3|Second <br>([[TAMNAMS|1-step]])
@@ Line 51: / Line 51: @@
 |- bgcolor="#eaeaff"
 !|<small>medium</small>
-| m
+| M
 | 10/9, 182.40¢
 | 2\15, 160.00¢
@@ Line 64: / Line 64: @@
 !rowspan=3|Third <br>([[TAMNAMS|2-step]])
 !|<small>small</small>
-| m + s
+| M + s
 | 32/27, 294.13¢
 | 3\15, 240.00¢
@@ Line 76: / Line 76: @@
 |-
 !|<small>large</small>
-| L + m
+| L + M
 | 5/4, 386.31¢
 | 5\15, 400.00¢
@@ Line 83: / Line 83: @@
 !rowspan=3|Fourth <br>([[TAMNAMS|3-step]])
 !|<small>small</small>
-| L + m + s
+| L + M + s
 | 4/3, 498.04¢
 | 6\15, 480.00¢
@@ Line 95: / Line 95: @@
 |- bgcolor="#eaeaff"
 !|<small>large</small>
-| 2L + m
+| 2L + M
 | 45/32, 590.22¢
 | 8\15, 640.00¢
@@ Line 102: / Line 102: @@
 !rowspan=3|Fifth <br>([[TAMNAMS|4-step]])
 !|<small>small</small>
-| L + m + 2s
+| L + M + 2s
 | 64/45, 609.78¢
 | 7\15, 560.00¢
@@ Line 108: / Line 108: @@
 |-
 !|<small>medium</small>
-| L + 2m + s
+| L + 2M + s
 | 40/27, 680.45¢
 | 8\15, 640.00¢
@@ Line 114: / Line 114: @@
 |-
 !|<small>large</small>
-| 2L + m + s
+| 2L + M + s
 | 3/2, 701.96¢
 | 9\15, 720.00¢
@@ Line 121: / Line 121: @@
 !rowspan=3|Sixth <br>([[TAMNAMS|5-step]])
 !|<small>small</small>
-| 2L + m + 2s
+| 2L + M + 2s
 | 8/5, 813.69¢
 | 10\15, 800.00¢
@@ Line 127: / Line 127: @@
 |- bgcolor="#eaeaff"
 !|<small>medium</small>
-| 2L + 2m + s
+| 2L + 2M + s
 | 5/3, 884.36¢
 | 11\15, 880.00¢
@@ Line 133: / Line 133: @@
 |- bgcolor="#eaeaff"
 !|<small>large</small>
-| 3L + m + s
+| 3L + M + s
 | 27/16, 905.87¢
 | 12\15, 960.00¢
@@ Line 140: / Line 140: @@
 !rowspan=3|Seventh <br>([[TAMNAMS|6-step]])
 !| <small>small</small>
-| 2L + 2m + 2s
+| 2L + 2M + 2s
 | 16/9, 996.09¢
 | 12\15, 960.00¢
@@ Line 146: / Line 146: @@
 |-
 !|<small>medium</small>
-| 3L + m + 2s
+| 3L + M + 2s
 | 9/5, 1017.60¢
 | 13\15, 1040.00¢
@@ Line 152: / Line 152: @@
 |-
 !|<small>large</small>
-| 3L + 2m + s
+| 3L + 2M + s
 | 15/8, 1088.27¢
 | 14\15, 1120.00¢
@@ Line 167: / Line 167: @@
 !Right handed
 |-
-|LmLsmLs <br>LH Nice-Lydian
+|LMLsMLs <br>LH Nice-Lydian
-|LmLsLms <br>RH Nice-Lydian
+|LMLsLMs <br>RH Nice-Lydian
 |-
-|mLsLmLs <br>LH Nice-Ionian
+|MLsLMLs <br>LH Nice-Ionian
-|LmsLmLs <br>RH Nice-Ionian
+|LMsLMLs <br>RH Nice-Ionian
 |-
-|mLsmLsL <br>LH Nice-Mixolydian
+|MLsMLsL <br>LH Nice-Mixolydian
-|mLsLmsL <br>RH Nice-Mixolydian
+|MLsLMsL <br>RH Nice-Mixolydian
 |-
-|LsLmLsm <br>LH Nice-Dorian
+|LsLMLsM <br>LH Nice-Dorian
-|msLmLsL <br>RH Nice-Dorian
+|MsLMLsL <br>RH Nice-Dorian
 |-
-|LsmLsLm <br>LH Nice-Aeolian
+|LsMLsLM <br>LH Nice-Aeolian
-|LsLmsLm <br>RH Nice-Aeolian
+|LsLMsLM <br>RH Nice-Aeolian
 |-
-|sLmLsmL <br>LH Nice-Phrygian
+|sLMLsML <br>LH Nice-Phrygian
-|sLmLsLm <br>RH Nice-Phrygian
+|sLMLsLM <br>RH Nice-Phrygian
 |-
-|smLsLmL <br>LH Nice-Locrian
+|sMLsLML <br>LH Nice-Locrian
-|sLmsLmL <br>RH Nice-Locrian
+|sLMsLML <br>RH Nice-Locrian
 |}
@@ Line 197: / Line 197: @@
 ! Tuning range (in [[octave]]s)
 |-
-! Outer generator <br>(''G''<sub>1</sub> = 2L + m + s)
+! Outer generator <br>(''G''<sub>1</sub> = 2L + M + s)
 | <math>\displaystyle \frac{4}{7} &lt; G_\text{1} &lt; \frac{2}{3}</math>
 |-
-! RH inner generator <br>(''G''<sub>2R</sub> = L + m)
+! RH inner generator <br>(''G''<sub>2R</sub> = L + M)
 | <math>\displaystyle \frac{1}{2} G_\text{1} &lt; G_\text{2R} &lt; 4 G_\text{1} - 2 \text{ for } \frac{4}{7} &lt; G_\text{1} &le; \frac{3}{5}</math> <br><math>\displaystyle \frac{1}{2} G_\text{1} &lt; G_\text{2R} &lt; 1 - G_\text{1} \text{ for }\frac{3}{5} &le; G_\text{1} &lt; \frac{2}{3}</math>
 |-
@@ Line 219: / Line 219: @@
 |+Common Nicetone tunings
 ! rowspan="2" | Tuning
-! rowspan="2" | L:m:s
+! rowspan="2" | L:M:s
 ! colspan="3" | Size of step (¢)
 ! colspan="2" | Inner generator
-! rowspan="2" | Outer generator <br>(2L+m+s)
+! rowspan="2" | Outer generator <br>(2L+M+s)
 ! rowspan="2" | Comments
 |-
 ! L
-! m
+! M
 ! s
 ! LH (L+s)
-! RH (L+m)
+! RH (L+M)
 |-
-| 5-limit JI || ||203.910||182.404||111.731||315.641||386.314||701.955||L=9/8, m=10/9, s=16/15
+| 5-limit JI || ||203.910||182.404||111.731||315.641||386.314||701.955||L=9/8, M=10/9, s=16/15
 |-
 |[[15edo]]||3:2:1||240.000||160.000||80.000||320.000||400.000||720.000||5-limit patent val
@@ Line 536: / Line 536: @@
 Nicetone has following generator-offset MV3 supersets:
-* [[Sephipechroid]]: 13-note 3L 5m 5s scale (LmsmLsmsLmsms and LmsmLsmsmLsms)
+* [[Sephipechroid]]: 13-note 3L 5M 5s scale (LMsMLsMsLMsMs and LMsMLsMsMLsMs)
-* [[Interoneichro]]: 13-note 5L 3m 5s scale (LmsLsLmsLsmLs and LmsLsmLsLsmLs)
+* [[Interoneichro]]: 13-note 5L 3M 5s scale (LMsLsLMsLsMLs and LMsLsMLsLsMLs)
-* [[Sephimechroid]]: 13-note 5L 5m 3s scale (LmLmsLmLsmLms and LmLsmLmLsmLms)
+* [[Sephimechroid]]: 13-note 5L 5M 3s scale (LMLMsLMLsMLMs and LMLsMLMLsMLMs)
-* [[Beatloid]]: 17-note 5L 5m 7s scale (LmsLsmLsmsLmsLsms and LmsLsmLsmsLsmLsms)
+* [[Beatloid]]: 17-note 5L 5M 7s scale (LMsLsMLsMsLMsLsMs and LMsLsMLsMsLsMLsMs)
-* [[Enharoid]]: 17-note 5L 7m 5s scale (LmsLmsmLmsLmsmLsm and LmsLmsmLsmLmsmLsm)
+* [[Enharoid]]: 17-note 5L 7M 5s scale (LMsLMsMLMsLMsMLsM and LMsLMsMLsMLMsMLsM)
-* [[Moharoid]]: 17-note 7L 5m 5s scale (LmLsLmsLmLsmLsLms and LmLsmLsLmLsmLsLms)
+* [[Moharoid]]: 17-note 7L 5M 5s scale (LMLsLMsLMLsMLsLMs and LMLsMLsLMLsMLsLMs)
 Remarkable non-MV3 generator-offset supersets include [[blackdye]] (10-note, LmLsLmLsLs).
@@ Line 548: / Line 548: @@
 * [[Blackdye]] – a 10-note scale that is an extension to nicetone.
 * [[Zarlino]] – a 5-limit JI scale with the same pattern.
-* [[Omnidiatonic]] – sister 2L 3m 2s scale
+* [[Omnidiatonic]] – sister 2L 3M 2s scale
-* [[Antinicetone]] – sister 2L 2m 3s scale
+* [[Antinicetone]] – sister 2L 2M 3s scale
 * [[5L 2s]] – LM-equalized version of nicetone
 ** [[5L 2s Muddles]] – other diatonic muddles