Nicetone - Revision history

Hstraub at 10:34, 25 January 2026

2026-01-25T10:34:14Z

← Older revision		Revision as of 10:34, 25 January 2026
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	[[de:Durtonleiter#Eigenschaften,_"Nicetone"\|Nicetone]]		[[de:Durtonleiter#Eigenschaften,_"Nicetone"\|Nicetone]]

	'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.		'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.

Hstraub at 10:33, 25 January 2026

2026-01-25T10:33:44Z

← Older revision		Revision as of 10:33, 25 January 2026
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	[[de:Durtonleiter#Eigenschaften,_"Nicetone"]]		[[de:Durtonleiter#Eigenschaften,_"Nicetone"\|Nicetone]]

	'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.		'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.

Hstraub at 10:33, 25 January 2026

2026-01-25T10:33:10Z

← Older revision		Revision as of 10:33, 25 January 2026
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			[[de:Durtonleiter#Eigenschaften,_"Nicetone"]]

	'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.		'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.

Sintel: /* Tunings */ fix broken latex

2025-04-13T00:48:19Z

Tunings: fix broken latex

← Older revision		Revision as of 00:48, 13 April 2025
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	\|-		\|-
	! Outer generator<br />({{nowrap\|''G''<sub>1</sub> {{=}} 2L + M + s}})		! Outer generator<br />({{nowrap\|''G''<sub>1</sub> {{=}} 2L + M + s}})
	\| <math>\displaystyle \frac{4}{7} < G_\text{1} < \frac{2}{3}</math>		\| <math>\displaystyle \frac{4}{7} \lt G_\text{1} \lt \frac{2}{3}</math>
	\|-		\|-
	! RH inner generator<br />({{nowrap\|''G''<sub>2R</sub> {{=}} L + M}})		! RH inner generator<br />({{nowrap\|''G''<sub>2R</sub> {{=}} 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> <br><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>		\| <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>
	\|-		\|-
	! LH inner generator<br />({{nowrap\|''G''<sub>2L</sub> {{=}} L + s}})		! LH inner generator<br />({{nowrap\|''G''<sub>2L</sub> {{=}} L + s}})
	\| <math>\displaystyle 2 - 3 G_\text{1} < G_\text{2L} < \frac{1}{2} G_\text{1} \,\text{ for }\,\frac{4}{7} < G_\text{1} ≤ \frac{3}{5}</math> <br><math>\displaystyle 2 G_\text{1} - 1 < G_\text{2L} < \frac{1}{2} G_\text{1} \,\text{ for }\,\frac{3}{5} ≤ G_\text{1} < \frac{2}{3}</math>		\| <math>\displaystyle 2 - 3 G_\text{1} \lt G_\text{2L} \lt \frac{1}{2} G_\text{1} \,\text{ for }\,\frac{4}{7} \lt G_\text{1} \le \frac{3}{5}</math> <br><math>\displaystyle 2 G_\text{1} - 1 \lt G_\text{2L} \lt \frac{1}{2} G_\text{1} \,\text{ for }\,\frac{3}{5} \le G_\text{1} \lt \frac{2}{3}</math>
	\|-		\|-
	! Large step<br />({{nowrap\|L {{=}} 2''G''<sub>1</sub> − 1}})		! Large step<br />({{nowrap\|L {{=}} 2''G''<sub>1</sub> − 1}})
	\| <math>\displaystyle \frac{1}{7} < L < \frac{1}{3}</math>		\| <math>\displaystyle \frac{1}{7} \lt L \lt \frac{1}{3}</math>
	\|-		\|-
	! Middle step<br />({{nowrap\|M {{=}} 1 − ''G''<sub>1</sub> − ''G''<sub>2L</sub>}})		! Middle step<br />({{nowrap\|M {{=}} 1 − ''G''<sub>1</sub> − ''G''<sub>2L</sub>}})
	\| <math>\displaystyle \frac{1}{4} (1 - 3 L) < M < L \,\text{ for }\, \frac{1}{7} < L ≤ \frac{1}{5}</math> <br><math>\displaystyle \frac{1}{4} (1 - 3 L) < M < \frac{1}{2} (1 - 3 L) \,\text{ for }\, \frac{1}{5} ≤ L < \frac{1}{3}</math>		\| <math>\displaystyle \frac{1}{4} (1 - 3 L) \lt M \lt L \,\text{ for }\, \frac{1}{7} \lt L \le \frac{1}{5}</math> <br><math>\displaystyle \frac{1}{4} (1 - 3 L) \lt M \lt \frac{1}{2} (1 - 3 L) \,\text{ for }\, \frac{1}{5} \le L \lt \frac{1}{3}</math>
	\|-		\|-
	! Small step<br />({{nowrap\|s {{=}} 1 − ''G''<sub>1</sub> − ''G''<sub>2R</sub>}})		! Small step<br />({{nowrap\|s {{=}} 1 − ''G''<sub>1</sub> − ''G''<sub>2R</sub>}})
	\| <math>\displaystyle \frac{1}{2} (1 - 5 L) < s < \frac{1}{4} (1 - 3 L) \,\text{ for }\, \frac{1}{7} < L ≤ \frac{1}{5}</math> <br><math>\displaystyle 0 < s < \frac{1}{4} (1 - 3 L) \,\text{ for }\, \frac{1}{5} ≤ L < \frac{1}{3}</math>		\| <math>\displaystyle \frac{1}{2} (1 - 5 L) \lt s \lt \frac{1}{4} (1 - 3 L) \,\text{ for }\, \frac{1}{7} \lt L \le \frac{1}{5}</math> <br><math>\displaystyle 0 \lt s \lt \frac{1}{4} (1 - 3 L) \,\text{ for }\, \frac{1}{5} \le L \lt \frac{1}{3}</math>
	\|}		\|}

Godtone: style

2025-03-26T22:52:01Z

style

← Older revision		Revision as of 22:52, 26 March 2025
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	== 5-limit Zarlino scale ==		== 5-limit Zarlino scale ==
	'''[[Ptolemy's intense diatonic]]''', '''5-limit Zarlino''' or sometimes '''Zarlino''' for short is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]] ~~- 9~~/~~8 -~~ [[5/4]] - [[4/3]] - [[3/2]] - [[5/3]] - [[15/8]] - [[2/1]]. It corresponds to the case where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]]. See the [[Ptolemy's intense diatonic\|dedicated page]] for Scala files and Fokker blocks information.		'''[[Ptolemy's intense diatonic]]''', '''5-limit Zarlino''' or sometimes '''Zarlino''' for short is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]]–9/8–[[5/4]]–[[4/3]]–[[3/2]]–[[5/3]]–[[15/8]]–[[2/1]]. It corresponds to the case where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]]. See the [[Ptolemy's intense diatonic\|dedicated page]] for Scala files and Fokker blocks information.

	== Intervals ==		== Intervals ==

VectorGraphics at 19:37, 23 March 2025

2025-03-23T19:37:54Z

← Older revision		Revision as of 19:37, 23 March 2025
Line 20:		Line 20:

	== 5-limit Zarlino scale ==		== 5-limit Zarlino scale ==
	'''[[Ptolemy's intense diatonic]]''', '''5-limit Zarlino''' or sometimes '''Zarlino''' for short is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]] - 9/8 - [[5/4]] - [[4/3]] - [[3/2]] - [[5/3]] - [[15/8]] - [[2/1]]. It corresponds to the case where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15~~]]. It consists of the intervals [[1/1]]–9/8–[[5/4]]–[[4/3]]–[[3/2]]–[[5/3]]–[[15/8]]–[[2/1~~]]. See the [[Ptolemy's intense diatonic\|dedicated page]] for Scala files and Fokker blocks information.		'''[[Ptolemy's intense diatonic]]''', '''5-limit Zarlino''' or sometimes '''Zarlino''' for short is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]] - 9/8 - [[5/4]] - [[4/3]] - [[3/2]] - [[5/3]] - [[15/8]] - [[2/1]]. It corresponds to the case where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]]. See the [[Ptolemy's intense diatonic\|dedicated page]] for Scala files and Fokker blocks information.

	== Intervals ==		== Intervals ==

Godtone: remove duplicate info

2025-03-23T04:24:56Z

remove duplicate info

← Older revision		Revision as of 04:24, 23 March 2025
Line 1:		Line 1:
	'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.		'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.

	Nicetone has the same pattern of the [[5-limit]] [[~~Zarlino~~]] ~~scale~~, though it encompasses the whole range of {{nowrap\|3L 2M 2s}}. It's also a subset of the {{nowrap\|5L 2m 3s}} [[blackdye]] scale. Note that "Zarlino" by itself can refer to both the JI scale and the scale pattern.		Nicetone has the same pattern of the [[#5-limit Zarlino scale\|5-limit Zarlino]] scale, where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]], though it encompasses the whole range of {{nowrap\|3L 2M 2s}}. It's also a subset of the {{nowrap\|5L 2m 3s}} [[blackdye]] scale. Note that "Zarlino" by itself can refer to both the JI scale and the scale pattern.

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

	~~Nicetone can be tuned [[#5-limit Zarlino scale\|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]].~~

	[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]		[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]

Godtone: removing this section significantly reduces the visibility and findability of the details of the most important example of nicetone and it also breaks the links of a whole bunch of things that link to it and havent been changed

2025-03-23T04:15:54Z

removing this section significantly reduces the visibility and findability of the details of the most important example of nicetone and it also breaks the links of a whole bunch of things that link to it and havent been changed

← Older revision		Revision as of 04:15, 23 March 2025
Line 5:		Line 5:
	Nicetone is intermediate between the [[5L 2s]] diatonic scale and the [[3L 4s]] neutral scale.		Nicetone is intermediate between the [[5L 2s]] diatonic scale and the [[3L 4s]] neutral scale.

	It can be tuned as a [[5-limit~~]] [[~~JI]] ~~scale~~, where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]], known as [[Ptolemy's intense diatonic]]. It consists of the intervals [[1/1]]–9/8–[[5/4]]–[[4/3]]–[[3/2]]–[[5/3]]–[[15/8]]–[[2/1]]. See the dedicated page for Scala files and Fokker blocks information.		Nicetone can be tuned [[#5-limit Zarlino scale\|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]].

	[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]		[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]
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	\| Antipentic \|\| {{nowrap\|3L 2s}} \|\| 7\33, 6\33 \|\| {{step vis\| 6 7 7 6 7 }}		\| Antipentic \|\| {{nowrap\|3L 2s}} \|\| 7\33, 6\33 \|\| {{step vis\| 6 7 7 6 7 }}
	\|}		\|}

			== 5-limit Zarlino scale ==
			'''[[Ptolemy's intense diatonic]]''', '''5-limit Zarlino''' or sometimes '''Zarlino''' for short is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]] - 9/8 - [[5/4]] - [[4/3]] - [[3/2]] - [[5/3]] - [[15/8]] - [[2/1]]. It corresponds to the case where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]]. It consists of the intervals [[1/1]]–9/8–[[5/4]]–[[4/3]]–[[3/2]]–[[5/3]]–[[15/8]]–[[2/1]]. See the [[Ptolemy's intense diatonic\|dedicated page]] for Scala files and Fokker blocks information.

	== Intervals ==		== Intervals ==

FloraC: Consolidate info

2025-03-18T12:13:17Z

Consolidate info

← Older revision		Revision as of 12:13, 18 March 2025
Line 5:		Line 5:
	Nicetone is intermediate between the [[5L 2s]] diatonic scale and the [[3L 4s]] neutral 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]].		It can be tuned as a [[5-limit]] [[JI]] scale, where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]], known as [[Ptolemy's intense diatonic]]. It consists of the intervals [[1/1]]–9/8–[[5/4]]–[[4/3]]–[[3/2]]–[[5/3]]–[[15/8]]–[[2/1]]. See the dedicated page for Scala files and Fokker blocks information.


	[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]		[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]
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	\| Antipentic \|\| {{nowrap\|3L 2s}} \|\| 7\33, 6\33 \|\| {{step vis\| 6 7 7 6 7 }}		\| Antipentic \|\| {{nowrap\|3L 2s}} \|\| 7\33, 6\33 \|\| {{step vis\| 6 7 7 6 7 }}
	\|}		\|}

	~~== 5-limit Zarlino scale ==~~
	'''Ptolemy's intense diatonic scale''' is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]] - 9/8 - [[5/4]] - [[4/3]] - [[3/2]] - [[5/3]] - [[15/8]] - [[2/1]].

	~~For scale files as well as [[wakalix]] info, see [[Ptolemy's intense diatonic]].~~

	== Intervals ==		== Intervals ==

Lériendil: changed link

2025-03-18T12:08:11Z

changed link

← Older revision		Revision as of 12:08, 18 March 2025
Line 25:		Line 25:
	'''Ptolemy's intense diatonic scale''' is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]] - 9/8 - [[5/4]] - [[4/3]] - [[3/2]] - [[5/3]] - [[15/8]] - [[2/1]].		'''Ptolemy's intense diatonic scale''' is a [[heptatonic]] [[5-limit]] [[JI]] [[scale]] with the [[nicetone]] step pattern. It consists of the intervals [[1/1]] - 9/8 - [[5/4]] - [[4/3]] - [[3/2]] - [[5/3]] - [[15/8]] - [[2/1]].

	For scale files as well as [[wakalix]] info, see [[~~5-limit Zarlino scale~~]].		For scale files as well as [[wakalix]] info, see [[Ptolemy's intense diatonic]].

	== Intervals ==		== Intervals ==

← Older revision		Revision as of 04:24, 23 March 2025
Line 1:		Line 1:
	'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.		'''Nicetone''' (also known as the '''Zarlino pattern''', simply '''Zarlino''', or '''Ptolemaic diatonic''') is a 7-note [[Maximum variety\|maximum-variety-3]] scale with the [[step signature]] {{nowrap\|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. This pattern is a variety of diatonic, distinct from the [[mos]] pattern [[5L 2s]] officially called diatonic and found as such in fifth-generated tunings.

	Nicetone has the same pattern of the [[5-limit]] [[~~Zarlino~~]] ~~scale~~, though it encompasses the whole range of {{nowrap\|3L 2M 2s}}. It's also a subset of the {{nowrap\|5L 2m 3s}} [[blackdye]] scale. Note that "Zarlino" by itself can refer to both the JI scale and the scale pattern.		Nicetone has the same pattern of the [[#5-limit Zarlino scale\|5-limit Zarlino]] scale, where L represents [[9/8]], M represents [[10/9]], and s represents [[16/15]], though it encompasses the whole range of {{nowrap\|3L 2M 2s}}. It's also a subset of the {{nowrap\|5L 2m 3s}} [[blackdye]] scale. Note that "Zarlino" by itself can refer to both the JI scale and the scale pattern.

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

	~~Nicetone can be tuned [[#5-limit Zarlino scale\|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]].~~

	[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]		[[File:Nicetone.svg\|900px\|thumb\|center\|Comparison of diatonic scales in JI, Pythagorean tuning, and meantone]]