Gallery of just intervals: Difference between revisions

From Xenharmonic Wiki

Jump to navigation Jump to search

Latest revision as of 06:46, 3 May 2026

The following is a gallery of many just intervals that contributors to this wiki have found notable. It is of course not meant to be comprehensive, and is not the result of a systematic search.

Do not be intimidated by all the common names: there is no need to memorise the names. For pretty much all use cases, is perfectly acceptable - preferred, even - to just refer to an interval by its ratio (e.g. 3/2, 5/4).

Introduction

In just intonation, a musical interval is specified as a ratio of two frequencies. When two (or more) pitches are sounded that are in simple proportions to one another, there is a "fusing" quality to the sound which is often described as pleasing; hence the interest in tuning the pitches of musical systems according to such proportions. There is much debate as to what "consonance" means in a musical system, but in just intonation, it is generally assumed that lower numbers in frequency ratios lead to greater consonance.

In the actual performance of a piece of music, the number of factors involved are enormous, and it is not often helpful to reduce a musical experience to a one-dimensional description of "consonance versus dissonance." Hence the need for this gallery, to give life to conversation about what an interval means beyond the numerical description: "5/3" or "21/16" or what have you.

What follows is a gallery of just intervals in ascending order from 1/1 to 2/1 and beyond. No such list could possibly be complete (as there are infinite possible ratios), so please add intervals of interest as you see fit. Any rational interval is welcome, as long as the wiki author has some interest in it.

This page lists links to dedicated pages for each interval, under the heading "frequency ratio".

Said dedicated pages may include: descriptions of common usage, technical notes, poetry, links, reservations, complaints, chords or compositions that feature it, edos that approximate it, intervals that are functionally (or emotionally) related to it, nicknames, love letters, fan art, etc. Readers are encouraged to add such things to the interval pages. If your contribution is unconventional, add your name or pseudonym so future readers know where the idea originated.

Gallery of just intervals

See also list of superparticular intervals and List of intervals (Huygens-Fokker foundation)

Frequency Ratio	Cents Value (7 sig. dig.)	Sagittal notation	Color Name	FJS Name	Some common names
1/1	0.000000	^{[note 1]} 	w1, wa unison	P1 ^{[note 2]}	unity, perfect prime, Tonic, unison
32805/32768	1.953721		Ly-2, Layoma	d-2⁵	schisma ([-15, 8, 1⟩)
256/255	6.775876		17ug1, Suguma	P1₈₅	charisma, charic comma, septendecimal kleisma
225/224	7.711523		ryy-2, Ruyoyoma	d-2²⁵₇	septimal kleisma, marvel comma ([-5, 2, 2, -1⟩)
126/125	13.79477		zg³2, Zotriguma	d2⁷₁₂₅	septimal semicomma, starling comma ([1, 2, -3, 1⟩)
100/99	17.39948		1uyy1, Luyoyoma	A1²⁵₁₁	Ptolemy's comma, ptolemisma
99/98	17.57613		1orr-2, Loruruma	m-2¹¹₄₉	mothwellsma
2048/2025	19.55257		sgg2, Saguguma	d2₂₅	diaschisma ([11, -4, -2⟩)
81/80	21.50629		g1, Guma	P1₅	meantone comma, syntonic comma, Didymus comma
531441/524288	23.46001		LLw-2, Lalawama	d-2	Pythagorean comma, ditonic comma ([-19, 12⟩)
66/65	26.43157		3u1og1, Thuloguma	P1¹¹₆₅	winmeanma
65/64	26.84138		3oy1, Thoyoma	P1⁶⁵	wilsorma, 13th-partial chroma
64/63	27.26409		r1, Ruma	P1₇	septimal comma, Archytas' comma
3125/3072	29.61357		Ly5-2, Laquinyoma	dd-2³¹²⁵	magic comma, small diesis ([-10, -1, 5⟩)
50/49	34.97562		rryy-2, Biruyoma	d-2²⁵₄₉	small septimal diesis, small septimal sixth-tone, septimal tritonic diesis, jubilisma
49/48	35.69681		zz2, Zozoma	m2⁴⁹	large septimal diesis, large septimal sixth-tone, slendro diesis, semaphoresma
45/44	38.90577		1uy1, Luyoma	A1⁵₁₁	undecimal 1/5 tone
128/125	41.05886		g32, Triguma	d2₁₂₅	diesis, minor diesis, augmented comma, enharmonic comma ([7, 0, -3⟩)
525/512	43.40834		Lzyy1, Lazoyoyoma	A1¹⁷⁵	Avicenna's enharmonic diesis, avicennma ([-9, 1, 2, 1⟩)
1053/1024	48.34767		L3o1, Lathoma	P1¹³	tridecimal quartertone, tridecimal flattone comma
36/35	48.77038		rg1, Ruguma	P1₃₅	septimal quarter tone, double comma
250/243	49.16614		y31, Triyoma	A1¹²⁵	porcupine comma ([1, -5, 3⟩)
59049/57344	50.72410		Lr-2, Laruma	d-2₇	Harrison's comma ([-13, 10, 0, -1⟩)
100/97	52.73202		97uyy1, ninety-suyoyo unison	A1²⁵₉₇	shrutar quarter tone
33/32	53.27294		1o1, ilo unison	P1¹¹	undecimal quarter tone, undecimal diesis, al-Farabi's 1/4-tone, octave-reduced 33rd harmonic
648/625	62.56515		g42, quadgu 2nd	d2₆₂₅	diminished comma, major diesis ([8, 4, -4⟩)
28/27	62.96090		z2, zo 2nd	m2⁷	small septimal chroma, septimal third-tone, subminor second, septimal minor second
27/26	65.33734		3u1, thu unison	A1₁₃	small tridecimal third tone
26/25	67.90023		3ogg2, thogugu 2nd	d2¹³₂₅	large tridecimal third tone
25/24	70.67243		yy1, yoyo unison	A1²⁵	chroma, classic chromatic semitone, Zarlinian semitone
24/23	73.68065		23u1, twethu unison	m2₂₃	lesser vicesimotertial semitone
23/22	76.95641		23o1u2, twetholu 2nd	A1²³₁₁	greater vicesimotertial semitone
68/65	78.11403		17o3ug2, sothugu 2nd	m2¹⁷₆₅	valentine semitone
22/21	80.53704		1or1, loru unison	P1¹¹₇	undecimal minor semitone
64/61	83.11520		61u2, siwu 2nd	m2₆₁	harry minor semitone
21/20	84.46719		zg2, zogu 2nd	m2⁷₅	minor semitone, large septimal chroma
20/19	88.80070		19uy1, nuyo unison	A1⁵₁₉	small undevicesimal semitone, undevicesimal chroma, Eratosthenes' semitone
256/243	90.22500		sw2, sawa 2nd	m2	Pythagorean limma, Pythagorean diatonic semitone, Pythagorean minor second ([8, -5⟩)
135/128	92.17872		Ly1, layo unison	A1⁵	major limma ([-7, 3, 1⟩)
19/18	93.60301		19o2, ino 2nd	m2¹⁹	large undevicesimal semitone, undevicesimal limma, Boethius' semitone
18/17	98.95459		17u1, su unison	A1₁₇	small septendecimal semitone, Arabic lute index finger
17/16	104.9554		17o2, iso 2nd	m2¹⁷	large septendecimal semitone, octave-reduced 17th harmonic
16/15	111.7313		g2, gu 2nd	m2₅	classic diatonic semitone, classic minor second, octave-reduced 15th subharmonic
2187/2048	113.6850		Lw1, lawa unison	A1	apotome, Pythagorean chromatic semitone, Pythagorean augmented unison ([-11, 7⟩)
77/72	116.2338		1oz2, lozo 2nd	m2⁷⁷	undecimal secor
15/14	119.4428		ry1, ruyo unison	A1⁵₇	septimal diatonic semitone
14/13	128.2982		3uz2, thuzo 2nd	M2⁷₁₃	tridecimal 2/3-tone, trienthird, tridecimal supraminor second
27/25	133.2376		gg2, gugu 2nd	m2₂₅	large limma
13/12	138.5727		3o2, tho 2nd	m2¹³	tridecimal neutral second, tridecimal 2/3-tone
243/224	140.9491		Lr1, laru unison	A1₇	septimal subtone ([-5, 5, 0, -1⟩)
88/81	143.4980		1o2, ilo 2nd	m2¹¹	undecimal subtone
25/23	144.3531		23uyy1, twethuyoyo unison	M2^5,5₂₃	small vicesimotertial neutral second
49/45	147.4281		zzg3, zozogu 3rd	d3⁴⁹₅	swetismic neutral second
12/11	150.6371		1u2, lu 2nd	M2₁₁	small undecimal neutral second, 3/4-tone
35/32	155.1396		zy2, zoyo 2nd	M2³⁵	septimal neutral second
23/21	157.4934		23or2, twethoru 2nd	A1²³₇	large vicesimotertial neutral second
78/71	162.7861		71u3o2, seventy-wutho 2nd	m2¹³₇₁	porcupine neutral second
11/10	165.0042		1og2, logu 2nd	m2¹¹₅	undecimal submajor second, large undecimal neutral second, 4/5-tone, Ptolemy's second
54/49	168.2132		rr1, ruru unison	A1₄₉	Zalzal's mujannab
21/19	173.2679		19uz2, nuzo 2nd	M2⁷₁₉	large neutral undevicesimal second
10/9	182.4037		y2, yo 2nd	M2⁵	classic (whole) tone, minor (whole) tone
49/44	186.3339		1uzz3, luzozo 3rd	m3⁴⁹₁₁	mothwellsmic major second
39/35	187.3430		3org2, thorugu 2nd	m2¹³₃₅	animist major second
6272/5625	188.4870		szzg⁴4, sabizogugu 4th	ddd4⁴⁹₆₂₅	double marvelous second, double marvelous (whole) tone
19/17	192.5576		19o17u2, nosu 2nd	M2¹⁹₁₇	quasi-meantone
28/25	196.1985		zgg3, zogugu 3rd	d3⁷₂₅	middle major second
55/49	199.9798		1orry1, loruruyo unison	A1⁵⁵₄₉	werckismic tone
64/57	200.5320		19u2, inu 2nd	M2₁₉	quasi-tempered whole tone, octave-reduced 57th subharmonic
9/8	203.9100		w2, wa 2nd	M2	Pythagorean (whole) tone, major (whole) tone, octave-reduced 9th harmonic
26/23	212.2533		23u3o2, twethutho 2nd	d3¹³₂₃	vicesimotertial whole tone
17/15	216.6867		17og3, sogu 3rd	d3¹⁷₅	septendecimal whole tone, septendecimal eventone
25/22	221.3095		1uyy2, luyoyo 2nd	A2²⁵₁₁	ptolemismic whole tone, undecimal acute whole tone
729/640	225.4163		Lg2, lagu 2nd	M2₅	acute whole tone
57/50	226.8406		19ogg3, nogugu 3rd	d3¹⁹₂₅	devichromic supermajor second
8/7	231.1741		r2, ru 2nd	M2₇	supermajor second, septimal whole tone, octave-reduced 7th subharmonic
63/55	235.1043		1uzg3, luzogu 3rd	m3⁷₅₅	werckismic supermajor second
55/48	235.6767		1oy2, loyo 2nd	M2⁵⁵	keenanismic supermajor second
224/195	240.0295		3uzg3, thuzogu 3rd	m3⁷₆₅	quasi-tempered 1/5-octave, "5EDO"-esque tone
23/20	241.9606		23og3, twethogu 3rd	M2²³₅	vicesimotertial inframinor third, vicesimotertial ultramajor second, vicesimotertial semifourth
15/13	247.7411		3uy2, thuyo 2nd	A2⁵₁₃	tridecimal semifourth, tridecimal ultramajor second, tridecimal inframinor third
97/84	249.1145		97or2, ninety-soru 2nd	M2⁹⁷₇	homothetic semifourth
81/70	252.2680		rg2, rugu 2nd	M2₃₅	septimal semi-augmented second, septimal ultramajor second
22/19	253.8049		19u1o2, nulo 2nd	M2¹¹₁₉	undevicesimal semifourth, minimal minor third, godzilla semifourth
64/55	262.3683		1ug3, lugu 3rd	m3₅₅	keenanismic subminor third, octave-reduced 55th subharmonic
7/6	266.8709		z3, zo 3rd	m3⁷	subminor third, septimal minor third
90/77	270.0799		1ury2, luruyo 2nd	A2⁵₇₇	swetismic subminor third
62/53	271.5310		53u31o2, fithu-thiwo 2nd	M2³¹₅₃	orwell subminor third
75/64	274.5824		yy2, yoyo 2nd	A2²⁵	classic augmented second
27/23	277.5907		twethu 2nd, 23u2	m3₂₃	vicesimotertial augmented second
20/17	281.3583		17uy2, suyo 2nd	A2⁵₁₇	septendecimal augmented second, septendecimal minor third, diatismic minor third
13/11	289.2097		3o1u3, tholu 3rd	m3¹³₁₁	tridecimal minor third
45/38	292.7107		19uy2, nuyo 2nd	A2⁵₁₉	Eratosthenes' minor third
32/27	294.1350		w3, wa 3rd	m3	Pythagorean minor third, octave-reduced 27th subharmonic
19/16	297.5130		19o3, ino 3rd	m3¹⁹	otonal minor third, octave-reduced 19th harmonic
289/243	300.1358		17oo4, soso 4th	dd4^{17, 17}	semitonismic quasi-tempered minor third
25/21	301.8465		ryy2, ruyoyo 2nd	A2²⁵₇	quasi-tempered minor third
61/51	309.9744		61o17u2, siwosu 2nd	A2⁶¹₁₇	myna third
6/5	315.6413		g3, gu 3rd	m3₅	classic minor third, just minor third
77/64	320.1438		1oz3, lozo 3rd	m3⁷⁷	keenanismic minor third, octave-reduced 77th harmonic
135/112	323.3528		ry2, ruyo 2nd	A2⁵₇	large septimal minor third, marvelous minor third ([-4, 3, 1, -1⟩)
35/29	325.5624		29uzy3, twenuzoyo 3rd	M3³⁵₂₉	doublewide minor third
23/19	330.7613		23o19u3, twethonu 3rd	A2²³₁₉	vicesimotertial supraminor third
17/14	336.1295		17or3, soru 3rd	m3¹⁷₅	septendecimal supraminor third
175/144	337.5433		zyy3, zoyoyo 3rd	M3^5,5,7	keemic minor third
73/60	339.5208		73og3, seventy-thogu 3rd	m3⁷³₅	amity supraminor third
28/23	340.5516		23uz3, twethuzo 3rd	d4⁷₂₃	vicesimotertial neutral third
39/32	342.4827		3o3, tho 3rd	m3¹³	lesser tridecimal neutral third, octave-reduced 39th harmonic
128/105	342.9054		rg3, rugu 3rd	m3₃₅	quasi-tempered 2/7-octave, 105th subharmonic
625/512	345.2549		Ly⁴2, laquadyo 2nd	AA2⁶²⁵	5-limit neutral third ([-9, 0, 4⟩)
11/9	347.4079		1o3, ilo 3rd	m3¹¹	undecimal neutral third
60/49	350.6169		rry2, ruruyo 2nd	A2⁵₄₉	smaller septimal neutral third, (purple 3rd)
49/40	351.3381		zzg4, zozogu 4th	d4⁴⁹₅	larger septimal neutral third, (purple 3rd)
27/22	354.5471		1u3, lu 3rd	M3₁₁	rastmic neutral third
16/13	359.4723		3u3, thu 3rd	M3₁₃	greater tridecimal neutral third, octave reduced 13subharmonic
21/17	365.8255		17uz3, suzo 3rd	M3⁷₁₇	septendecimal submajor third
26/21	369.7468		thoru 3rd, 3or3	m3¹³₇	tridecimal submajor third
51/41	377.8480		41u17o4, fowuso 4th	d4¹⁷₄₁
56/45	378.6022		zg4, zogu 4th	d4⁷₅	narrow perde segah, marvelous major third
71/57	380.2285		71o19u3, seventy-wonu 3rd	M3⁷¹₁₉	witchcraft major third
76/61	380.6282		61u19o4, siwuno 4th	d4¹⁹₆₁	magic major third
96/77	381.8112		1ur3, luru 3rd	M3₇₇	undecimal perde segah, keenanismic major third
5/4	386.3137		y3, yo 3rd	M3⁵	classic major third, just major third, octave-reduced 5th harmonic
44/35	396.1783		1org3, lorugu 3rd	n3¹¹_5,7	fwiwismic major third
161/128	397.1003		23oz4, twethozo 4th	M3¹⁶¹	just/Pythagorean major third meantone, octave-reduced 161th harmonic
34/27	399.0904		17o4, iso 4th	d4¹⁷	septendecimal quasi-tempered major third
63/50	400.1085		zgg4, zogugu 4th	d4⁷₂₅	quasi-tempered major third
24/19	404.4420		19u3, inu 3rd	M3₁₉	Boethius' major third
81/64	407.8200		Lw3, lawa 3rd	M3	Pythagorean major third, octave-reduced 81st harmonic
19/15	409.2443		19og4, nogu 4th	d4¹⁹₅	Eratosthenes' major third
33/26	412.7453		3u1o3, thulo 3rd	M3¹¹₁₃	tridecimal major third
80/63	413.5778		ry3, ruyo 3rd	M3⁵₇	5/7-kleismic major third
14/11	417.5080		1uz4, luzo 4th	P4⁷₁₁	undecimal major third, undecimal diminished fourth
23/18	424.3643		23o4, twetho 4th	M3²³	vicesimotertial diminished fourth
32/25	427.3726		gg4, gugu 4th	d4₂₅	classic diminished fourth
41/32	429.0624		41o3, fowo 3rd	M3⁴¹	octave-reduced 41st harmonic, quadracesimoprimal supermajor third
77/60	431.8751		1ozg4, lozogu 4th	d4⁷⁷₅	swetismic supermajor third
9/7	435.0841		r3, ru 3rd	M3₇	supermajor third, septimal major third
31/24	443.0806		31o3, thiwo 3rd	M3³¹	sensi supermajor third
22/17	446.3625		17u1o3, sulo 3rd	M3¹¹₁₇	septendecimal supermajor third
35/27	449.2746		zy4, zoyo 4th	P4³⁵	septimal semidiminished fourth
83/64	450.0473		83o4	P4⁸³	octave-reduced 83rd harmonic, octacesimotertial harmonic semisixth
13/10	454.2139		3og4, thogu 4th	d4¹³₅	tridecimal semisixth, Barbados third, tridecimal 9/4 tone
30/23	459.9944		23uy3, twethuyo 3rd	P4⁵₂₃	vicesimotertial ultramajor third
64/49	462.3482		rr3, ruru 3rd	M3₄₉	septatonic major third
17/13	464.4277		17o3u4, sothu 4th	P4¹⁷₁₃	septendecimal sub-fourth
21/16	470.7809		z4, zo 4th	P4⁷	sub-fourth, narrow fourth, 8ve-reduced 21st harmonic
25/19	475.1144		19uyy3, nuyoyo 3rd	A3^5,5₁₉	undevicesimal augmented third, undevicesimal grave fourth
95/72	479.9167		19oy4, noyo 4th	P4^5,19	undevicesimal quasi-tempered 2/5-octave, undevicesimal "5EDO"-esque fourth
128/97	480.1046		97u4	P4₉₇	nonacesimoseptimal subharmonic fourth
33/25	480.6455		1ogg4, logugu 4th	d4¹¹₂₅	ptolemismic fourth, "5EDO"-esque fourth
160/121	483.6778		1uuy4, luluyo 4th	A4⁵_11,11	narrow biyatismic fourth
324/245	483.8545		rrg3, rurugu 3rd	M3_5,7,7	sensamagic fourth
85/64	491.2691		17oy4, soyo 4th	P4⁸⁵	archagall fourth, septendecimal harmonic fourth
117/88	493.1197		3o1u4, tholu 4th	P4¹³₁₁	minthmic fourth ([-3, 2, 0, 0, -1, 1⟩)
4/3	498.0450		w4, wa 4th	P4	just perfect fourth, octave-reduced 3rd subharmonic, diatessaron
171/128	501.4230		19o4, ino 4th	P4¹⁹	undevicesimal harmonic fourth
75/56	505.7565		ryy3, ruyoyo 3rd	A3²⁵₇	marvelous fourth
121/90	512.4122		1oog4, lologu 4th	d4^11,11₅	wide biyatismic fourth
35/26	514.6120		3uzy4, thuzoyo 4th	A4^5,7₁₃	animist fourth
128/95	516.1733		19ug4, nugu 4th	P4_5,19	undevicesimal subharmonic fourth
27/20	519.5513		g4, gu 4th	P4₅	acute fourth, wolf fourth
875/648	519.9470		zy³4, zotriyo 4th	A4^5,5,5,7	maviloid generator superfourth
23/17	523.3189		23o17u4, twethosu 4th	A3²³₁₇	vicesimotertial acute fourth
19/14	528.6871		19or4, noru 4th	P4¹⁹₇	hendrix fourth
34/25	532.3280		17ogg5, sogugu 5th	dd5¹⁷_5,5	vengeance superfourth
49/36	533.7418		zz5, zozo 5th	d5⁴⁹	Arabic lute acute fourth
15/11	536.9508		1uy4, luyo 4th	A4⁵₁₁	sub-augmented fourth, undecimal augmented fourth
26/19	543.0146		19u3o4, nutho 4th	P4¹³₁₉	undevicesimal super-fourth
48/35	546.8154		rg4, rugu 4th	P4₃₅	septimal super-fourth
11/8	551.3179		1o4, ilo 4th	P4¹¹	super-fourth, paramajor fourth, undecimal semi-augmented fourth, octave-reduced 11th harmonic, Alphorn-Fa
18/13	563.3823		3u4, thu 4th	A4₁₃	tridecimal augmented fourth
25/18	568.7174		yy4, yoyo 4th	A4²⁵	classic augmented fourth, pental augmented fourth ([-1 -2 2⟩)
32/23	571.7257		23u4, twethu 4th	d5₂₃	vicesimotertial narrow tritone, octave-reduced 23rd subharmonic
88/63	578.5820		1or4, loru 4th	P4¹¹₇	pentacircle diminished fifth
7/5	582.5122		zg5, zogu 5th	d5⁷₅	augmented fourth, septimal tritone, Huygen's tritone
108/77	585.7212		1ur4, luru 4th	A4₇₇	swetismic augmented fourth ([2, 3, 0, -1, -1⟩)
1024/729	588.2700		sw5, sawa 5th	d5	Pytharogean diminished fifth
45/32	590.2237		y4, yo 4th	A4⁵	smaller pental tritone, diatonic tritone ([-5 2 1⟩)
128/91	590.6464		3ur4, thuru 4th	A4₉₁	smaller huntmic tritone, 91st subharmonic
38/27	591.6480		ino 5th, 19o5	d5¹⁹	smaller undevicesimal tritone
55/39	595.1490		3u1oy4, thuloyo 4th	A4⁵⁵₁₃	smaller gassormic tritone
24/17	596.9996		17u4, su 4th	A4₁₇	smaller septendecimal tritone
181/128	599.8151		181o4	A4¹⁸¹	octave-reduced 181st harmonic, otonal quasi-tempered tritone
99/70	600.0883		1org4, lorugu 4th	P4¹¹₃₅	homothetic quasi-tempered tritone
256/181	600.1849		181u5	d5₁₈₁	octave-reduced 181st subharmonic, utonal quasi-tempered tritone
17/12	603.0004		17o5, iso 5th	d5¹⁷	larger septendecimal tritone
78/55	604.8510		3o1ug5, tholugu 5th	d5¹³₅₅	larger gassormic tritone
27/19	608.3520		inu 4th, 19u4	A4₁₉	larger undevicesimal tritone
91/64	609.3536		3oz5, thozo 5th	d5⁹¹	larger huntmic tritone, octave-reduced 91st harmonic
64/45	609.7763		g5, gu 5th	d5₅	larger pental tritone, diatonic tritone ([6 -2 -1⟩)
729/512	611.7300		Lw4, lawa 4th	A4	Pythagorean tritone
10/7	617.4878		ry4, ruyo 4th	A4⁵₇	diminished fifth, Euler's tritone, superaugmented fourth
23/16	628.2743		23o5, twetho 5th	A4²³	vicesimotertial superaugmented fourth, octave-reduced 23rd harmonic
36/25	631.2826		gg5, gugu 5th	d5₂₅	pental diminished fifth, classic diminshed fifth ([2 2 -2⟩)
13/9	636.6177		3o5, tho 5th	d5¹³	tridecimal diminished fifth
16/11	648.6821		1u5, lu 5th	P5₁₁	sub-fifth, paraminor fifth, octave-reduced 11th subharmonic
35/24	653.1846		zy5, zoyo 5th	P5³⁵	septimal sub-fifth
19/13	656.9854		19o3u5, nothu 5th	P5¹⁹₁₃	undevicesimal sub-fifth
22/15	663.0492		1og5, logu 5th	d5¹¹₅	undecimal diminished fifth, semidiminished fifth
72/49	666.2589		rr4, ruru 4th	A4₄₉	septimal catafifth
25/17	667.6720		17uyy4, suyoyo 4th	AA4^5,5₁₇	vengeance subfifth
81/55	670.1883		1ug5, lugu 5th	P5₅₅	undecimal catafifth
28/19	671.3129		19uz5, nuzo 5th	P5⁷₁₉	hendrix fifth
34/23	676.6811		23u17o5, twethuso 5th	d6¹⁷₂₃	vicesimotertial grave fifth
262144/177147	678.4950		sasawa 6th, ssw6	d6	Pythagorean wolf fifth
40/27	680.4487		y5, yo 5th	P5⁵	grave fifth
95/64	683.8267		19oy5, noyo 5th	P5^5,19	undevicesimal harmonic fifth
52/35	685.3880		3org5, thorugu 5th	d5¹³₃₅	animist fifth
180/121	687.5878		1uuy5, luluyo 5th	A5⁵_11,11	narrow biyatismic fifth
112/75	694.2435		zgg6, zogugu 6th	d6⁷₂₅	marvelous fifth
121/81	694.8159		1oo5, lolo 5th	d5^11,11	rastmic fifth, Alpharabian narrow fifth
323/216	696.6034		19o17o6, noso 6th	d6^17,19	undevicesimal meantone fifth
256/171	698.5770		19u5, inu 5th	P5₁₉	undevicesimal subharmonic fifth
16384/10935	700.0013		sg6, sagu 6th	d6₅	Kirnberger's fifth ("12-EDO"-esque fifth)
3/2	701.9550		w5, wa 5th	P5	just perfect fifth, octave-reduced 3rd harmonic, diapente
182/121	706.7177		3o1uuz6, tholuluzo 6th	m6^7,13_11,11	tridecimal gentle fifth ([1, 0, 0, 1, -2, 1⟩)
176/117	706.8803		3u1o5, thulo 5th	P5¹¹₁₃	minthmic fifth ([4, -2, 0, 0, 1, -1⟩)
128/85	708.7309		17ug5, sugu 5th	P5₈₅	archagall fifth, septendecimal subharmonic fifth
245/162	716.1455		zzy6, zozoyo 6th	m6^5,7,7	sensamagic fifth
121/80	716.3222		1oog5, lologu 5th	d5¹²¹₅	wide biyatismic fifth
50/33	719.3545		1uyy5, luyoyo 5th	A5²⁵₁₁	ptolemismic fifth, "5EDO"-esque fifth
97/64	719.8954		97o5	P5⁹⁷	nonacesimoseptimal harmonic fifth
144/95	720.0833		19ug5, nugu 5th	P5_5,19	undevicesimal quasi-tempered 3/5-octave, undevicesimal "5EDO"-esque fifth
38/25	724.8856		19ogg6, nogugu 6th	d6¹⁹_5,5	undevicesimal diminished sixth, undevicesimal acute fifth
32/21	729.2191		r5, ru 5th	P5₇	super-fifth, wide fifth, octave-reduced 21st subharmonic
26/17	735.5723		17u3o5, sutho 5th	P5¹³₁₇	septendecimal super-fifth
49/32	737.6518		zz6, zozo 6th	m6⁴⁹	superduper fifth, octave-reduced 49th harmonic
23/15	740.0056		23og6, twethogu 6th	P5²³₅	vicesimotertial ultraminor sixth
20/13	745.7861		3uy5, thuyo 5th	A5⁵₁₃	tridecimal semitenth, Barbados sixth, ratwolf wolf fifth
128/83	749.9527		83u5	P5₈₃	83rd subharmonic, octacesimotertial subharmonic semitenth
17/11	753.6375		17o1u6, solu 6th	m6¹⁷₁₁	septendecimal subminor sixth
14/9	764.9159		z6, zo 6th	m6⁷	subminor sixth, septimal minor sixth
25/16	772.6274		yy5, yoyo 5th	A5²⁵	pental augmented fifth, classic augmented fifth, otonal minor sixth, octave-reduced 25th harmonic
36/23	775.6357		23u5, twethu 5th	m6₂₃	vicesimotertial augmented fifth
11/7	782.4920		1or5, loru 5th	P5¹¹₇	undecimal subminor sixth, undecimal augmented fifth
63/40	786.4222		zg6, zogu 6th	m6⁷₅	narrow minor sixth
52/33	787.2547		3o1u6, tholu 6th	m6¹³₁₁	tridecimal minor sixth
30/19	790.7557		19uy5, nuyo 5th	A5⁵₁₉	small undevicesimal minor sixth, Eratosthenes' minor sixth
128/81	792.1800		sw6, sawa 6th	m6	Pythagorean minor sixth, octave-reduced 81st subharmonic
19/12	795.5580		19o6, ino 6th	m6¹⁹	large undevicesimal minor sixth, Boethius' minor sixth
27/17	800.9096		17u5, su 5th	A5₁₇	septendecimal quasi-tempered minor sixth
35/22	803.8217		1uzy6, luzoyo 6th	n6^5,7₁₁	fwiwismic minor sixth
8/5	813.6863		g6, gu 6th	m6₅	classic minor sixth, just minor sixth, octave-reduced 5th subharmonic
21/13	830.2532		3uz6, thuzo 6th	M6⁷₁₃	tridecimal supraminor sixth
34/21	834.1745		17or6, soru 6th	m6¹⁷₇	septendecimal supraminor sixth
13/8	840.5277		3o6, tho 6th	m6¹³	lesser tridecimal neutral sixth, octave-reduced 13th harmonic
80/49	848.6619		rry5, ruruyo aug 5th	A5⁵₄₉	(purple 6th)
49/30	849.3832		zzg7, zozogu 7th	d7⁴⁹₅	(purple 6th)
18/11	852.5921		1u6, lu 6th	M6₁₁	undecimal neutral sixth
105/64	857.0946		zy6, zoyo 6th	M6³⁵	quasi-tempered 5/7-octave, octave-reduced 105th harmonic
23/14	859.4484		23or6, twethoru 6th	A5²³₇	vicesimotertial neutral sixth
28/17	863.8705		17uz6, suzo 6th	M6⁷₁₇	septendecimal submajor sixth
38/23	869.2387		23u19o6, twethuno 6th	d7¹⁹₂₃	vicesimotertial submajor sixth
5/3	884.3587		y6, yo 6th	M6⁵	classic major sixth, just major sixth
42/25	898.1535		zgg7, zogugu 7th	d7⁷₂₅	quasi-tempered major sixth
486/289	899.8642		17uu5, susu 5th	AA5_{17, 17}	semitonismic quasi-tempered major sixth
32/19	902.4870		19u6, inu 6th	M6₁₉	utonal major sixth, octave-reduced 19th subharmonic
27/16	905.8650		w6, wa 6th	M6	Pythagorean major sixth, octave-reduced 27th harmonic
76/45	907.2893		19og7, nogu 7th	d7¹⁹₅	Eratosthenes' major sixth
22/13	910.7908		3u1o6, thulo 6th	M6¹¹₁₃	tridecimal major sixth
17/10	918.6417		17og7, sogu 7th	d7¹⁷₅	septendecimal diminished seventh, septendecimal major sixth, diatismic major sixth
46/27	922.4093		twetho 7th, 23o7	M6²³	vicesimotertial diminished seventh, vicesiomtertial supermajor sixth
12/7	933.1291		r6, ru 6th	M6₇	supermajor sixth, septimal major sixth
55/32	937.6317		1oy6, loyo 6th	M6⁵⁵	keenanismic supermajor sixth, octave-reduced 55th harmonic
19/11	946.1951		19o1u7, nolu 7th	m7¹⁹₁₁	undevicesimal semitwelfth, maximal major sixth
140/81	947.3196		zy7, zoyo 7th	m7³⁵	septimal semidiminished seventh, septimal inframinor seventh
97/56	951.0695		97or6, ninety-soru 6th	M6⁹⁷₇	homothetic semitwelth
26/15	952.2589		3og7, thogu 7th	d7¹³₅	tridecimal semitwelfth
40/23	958.0394		23uy6, twethuyo 6th	m7⁵₂₃	vicesimotertial ultramajor sixth, vicesimotertial inframinor seventh, vicesimotertial semitwelfth
7/4	968.8259		z7, zo 7th	m7⁷	subminor seventh, septimal minor seventh, harmonic seventh, natural seventh, octave-reduced 7th harmonic
225/128	976.5374		Lyy6, layoyo 6th	A6²⁵	marvel five-limit harmonic seventh, octave-reduced 225th harmonic ([-7, 2, 2⟩)
44/25	978.6905		1ogg7, logugu 7th	d7¹¹_5,5	ptolemismic minor seventh, undecimal grave minor seventh
30/17	983.3133		17uy6, suyo 6th	A6⁵₁₇	septendecimal minor seventh
23/13	987.7467		23o3u7, twethothu 7th	A6²³₁₃	vicesimotertial minor seventh
71/40	993.3828		71oy7	m7⁷¹₅	harmonic/just minor seventh meantone
16/9	996.0900		w7, wa 7th	m7	Pythagorean minor seventh, small minor seventh, octave-reduced 9th subharmonic
57/32	999.4680		19o7, ino 7th	m7¹⁹	quasi-tempered minor seventh, octave-reduced 57th harmonic
25/14	1003.802		ryy6, ruyoyo 6th	A6²⁵₇	middle minor seventh
34/19	1007.442		19u17o7, nuso 7th	m7¹⁷₁₉	quasi-meantone minor seventh
9/5	1017.596		g5, gu 7th	m7₅	classic minor seventh, large minor seventh
38/21	1026.732		19or7, noru 7th	m7¹⁹₇	minor neutral undevicesimal seventh
29/16	1029.577		29o7, tweno 7th	m7²⁹	vicesimononal supraminor seventh, octave-reduced 29th harmonic
20/11	1034.996		1uy7, luyo 7th	M7⁵₁₁	undecimal supraminor seventh, small undecimal neutral seventh
42/23	1042.507		23uz7, twethuzo 7th	d8⁷₂₃	small vicesimotertial neutral seventh
64/35	1044.860		rg7, rugu 7th	m7₃₅	septimal neutral seventh
11/6	1049.363		1o7, ilo 7th	m7¹¹	undecimal neutral seventh, 21/4-tone
46/25	1055.647		twethogugu octave, 23ogg8	m7²³_5,5	large vicesimotertial neutral seventh
24/13	1061.427		3u7, thu 7th	M7₁₃	tridecimal neutral seventh
50/27	1066.762		yoyo 7th, yy7	M7^5,5	grave major seventh
13/7	1071.702		3or7, thoru 7th	m7¹³₇	tridecimal submajor seventh, 16/3-tone
28/15	1080.557		zg8, zogu octave	d8⁷₅	grave major seventh, octave minus a ruyo aug unison
15/8	1088.269		y7, yo 7th	M7⁵	classic major seventh, just major seventh, octave-reduced 15th harmonic
32/17	1095.045		17u7, su 7th	M7₁₇	septendecimal major seventh (FJS), septendecimal diminished octave (HEJI), octave-reduced 17th subharmonic
17/9	1101.045		17o8, iso octave	d8¹⁷	septendecimal major seventh (HEJI), septendecimal diminished octave (FJS)
36/19	1106.397		19u7, inu 7th	M7₁₉	undevicesimal major seventh, Boethius' major seventh
243/128	1109.775		Lw7, lawa 7th	M7	Pythagorean major seventh, octave-reduced 243rd harmonic
19/10	1111.199		19og8, nogu 8ve	d8¹⁹₅	undevicesimal diminished octave, Eratosthenes' major seventh
40/21	1115.533		ry7, ruyo 7th	M7⁵₇	septimal acute major seventh
61/32	1116.885		61o7, siwo 7th	M7⁶¹	octave-reduced 61st harmonic
21/11	1119.463		1uz8, luzo 8ve	P8⁷₁₁	large undecimal diminished octave, undecimal major seventh
44/23	1123.044		23u1o7, twethulo 7th	d8¹¹₂₃	small vicesimotertial major seventh
23/12	1126.319		23o8, twetho 8ve	M7²³	large vicesimotertial major seventh
48/25	1129.328		gg8, gugu octave	d8₂₅	classic diminished octave
25/13	1132.100		3uyy7, thuyoyo 7th	A7^5,5₁₃	lesser tridecimal diminished octave
27/14	1137.039		r7, ru 7th	M7₇	supermajor seventh, septimal major seventh
31/16	1145.036		31o7, thiwo 7th	M7³¹	tricesimoprimal ultramajor seventh (FJS), tricesimoprimal semidiminished octave (HEJI), octave-reduced 31st harmonic
64/33	1146.727		1u8, lu octave	P8₁₁	undecimal semidiminished octave, octave-reduced 33rd subharmonic
35/18	1151.240		zy8, zoyo octave	P8³⁵	septimal semidiminished octave
96/49	1164.303		rr7, ruru 7th	M7₄₉	septimal ultramajor seventh
49/25	1165.024		zzgg9, bizogu 9th	d9⁴⁹₂₅	BP eighth
63/32	1172.736		z8, zo octave	P8⁷	septimal suboctave, octave-reduced 63rd harmonic
160/81	1178.494		y8, yo octave	P8⁵	syntonic suboctave
255/128	1193.224		17oy8, soyo octave	P8⁸⁵	charismic suboctave, octave-reduced 255th harmonic
2/1	1200.000		w8, wa octave	P8	octave, diapason

Notes

↑ The Sagittal column shows a pitch-class-sensitive Athenian Evo notation with 1/1 = C. A white notehead  indicates exact notation while black  indicates approximation (typically within 2 ¢).
↑ If any FJS names are missing, please add them.

Intervals larger than an octave

Frequency Ratio	Cents Value (7 sig. dig.)	Sagittal notation	Color Name		FJS Name	Some common names
27/13	1265.337	^{[note 1]} 	3u8	thu8ve ^{[note 2]}	A8₁₃ ^{[note 3]}	Luxembourg eighth
23/11	1276.956		23o1u9	twetholu 9th	A8²³₁₁	vicesimotertial minor ninth
19/9	1293.603		19o9	ino 9th	m9¹⁹	undevicesimal minor ninth
17/8	1304.955		17o9	iso 9th	m9¹⁷	septendecimal minor ninth
32/15	1311.731		g9	gu 9th	m9₅	classic minor ninth
15/7	1319.443		ry8	ruyo 8ve	A8⁵₇	septimal minor ninth
13/6	1338.573		3o9	tho 9th	m9¹³	tridecimal minor ninth, tridecimal neutral ninth
11/5	1365.004		1o9	ilo 9th	m9¹¹₅	neutral ninth
20/9	1382.404		y9	yo 9th	M9⁵	Ptolemaic ninth
9/4	1403.910		w9	wa 9th	M9	major ninth
25/11	1421.309		1uyy9	luyoyo 9th	A9²⁵₁₁	undecimal major ninth
16/7	1431.174		r9	ru 9th	M9₇	septimal major ninth
7/3	1466.871		z10	zo 10th	m10⁷	septimal minor tenth
19/8	1497.513		19o3	ino 10th		undevicesimal minor tenth
12/5	1515.641		g10	gu 10th	m10₅	classic minor tenth
17/7	1536.130		17or10	soru 10th	m10¹⁷₇	septendecimal minor tenth
27/11	1554.547		c1u3	colu 3rd	M10₁₁	rastmic neutral tenth
5/2	1586.314		y10	yo 10th	M10⁵	classic major tenth
18/7	1635.084		r10	ru 10th		septimal supermajor tenth
13/5	1654.214		3og11	thogu 11th	d11¹³₅	tridecimal eleventh
21/8	1670.781		z11	zo 11th		septimal subeleventh
8/3	1698.045		w11, cw4	wa 11th, cowa 4th	P11	perfect eleventh
19/7	1728.687		19or11	noru 11th		undevicesimal supereleventh
11/4	1751.318		1o11, c1o4	ilo 11th, colo 4th	P11¹¹	undecimal semi-augmented eleventh
14/5	1782.512		zg12, czg5	zogu 12th, cozogu 5th	d12⁷₅	short septimal navatone
17/6	1803.000		17o12	iso 12th	d12¹⁷	septendecimal navatone
20/7	1817.488		ry11	ruyo 11th	A11⁵₇	tall septimal navatone
23/8	1828.274		23o12	twetho 12th	A11²³	trivigintal navatone
35/12	1853.185		zy12, czy5	zoyo 12th, cozoyo 5th		septimal semi-diminished twelfth
3/1	1901.955		w12, cw5	wa 12th, cowa 5th	P12	3rd harmonic, perfect twelfth, tritave
28/9	1964.916		z13, cz6	zo 13th, cozo 6th		septimal subminor thirteenth
19/6	1995.558		19o13, c19o6	ino 13th, cono 6th		undevicesimal minor thirteenth
16/5	2013.686		g13, cg6	gu 13th, cogu 6th	m13₅	classic minor thirteenth
13/4	2040.528		3o13, c3o6	tho 13th, cotho 6th	m13¹³	tridecimal neutral thirteenth
23/7	2059.448		c23or13, c23or6	cotwethoru 6th		trivigintal neutral/submajor thirteenth
10/3	2084.359		y13, cy6	yo 13th, coyo 6th	M13⁵	just/classic(al)/ptolemaic major thirteenth
17/5	2118.642		c17og7	cosogu 7th	d14¹⁷₅	septendecimal major thirteenth
24/7	2133.129		r13, cr6	ru 13th, coru 6th		septimal supermajor thirteenth
7/2	2168.826		cz7	cozo 7th	m14⁷	harmonic fourteenth
32/9	2196.090		cw7	cowa 7th		3-limit minor fourteenth
18/5	2217.596		cg7	cogu 7th	m14₅	5-limit minor fourteenth
11/3	2249.363		c1o7	colo 7th	m14¹¹	undecimal neutral fourteenth
15/4	2288.269		cy7	coyo 7th	M14⁵	just/classic(al)/ptolemaic major fourteenth
19/5	2311.199		c19og8	nogu double 8ve		undevicesimal major fourteenth
35/9	2351.230		czy8	zoyo double 8ve		septimal semi-augmented fourteenth
4/1	2400.000		cw8, ccw1	wa double 8ve	P15	4th harmonic, two octaves, just double octave
81/20	2421.506		cg8, ccg1	gu double 8ve	P15₅	syntonic double octave
25/6	2470.672		cyy8, ccyy1	yoyo double 8ve		classic chromatic minor sixteenth
17/4	2504.955		c17o9, cc17o2	coso 9th, cocoso 2nd	m16¹⁷	septendecimal minor sixteenth
64/15	2511.731		cg9, ccg2	cogu 9th, cocogu 2nd	m16₅	classic minor sixteenth
13/3	2538.573		c3o9, cc3o2	cotho 9th, cocotho 2nd	m16¹³	tridecimal minor sixteenth
22/5	2565.004		c1og9, cc1og2	coco-logu 2nd		large undecimal neutral sixteenth
9/2	2603.910		cw9, ccw2	cowa 9th, cocowa 2nd	M16	classic large major sixteenth
23/5	2641.961		cc23og3	coco-twethogu 3rd		trivigintal supermajor sixteenth
14/3	2666.871		ccz3	cocozo 3rd	m17⁷	septimal subminor seventeenth
19/4	2696.513		cc19o3	cocono 3rd		undevicesimal minor seventeenth
24/5	2715.641		ccg3	cocogu 3rd		classic minor seventeenth
44/9	2747.408		cc1o3	cocolo 3rd		undecimal neutral seventeenth
5/1	2786.314		ccy3	cocoyo 3rd	M17⁵	5th harmonic, pentave
36/7	2835.084		ccr3	cocoru 3rd		septimal supermajor seventeenth
21/4	2870.781		ccz4	cocozo 4th		septimal subeighteenth
16/3	2898.045		ccw4	cocowa 4th	P18	perfect eighteenth
27/5	2919.551		ccg4	cocogu 4th		5-limit supereighteenth
11/2	2951.318		cc1o4	cocolo 4th	P18¹¹	undecimal semi-augmented eighteenth
28/5	2982.512		cczg5	coco-zogu 5th	d19⁷₅	short septimal panchadashatone
45/8	2990.224		ccy4	cocoyo 4th	A18⁵	quinquadragintimal panchadashatone
17/3	3003.000		cc17o5	cocoso 5th	d19¹⁷	septendecimal panchadasatone
40/7	3017.488		ccry4	coco-ruyo 4th	A18⁵₇	tall septimal panchadashatone
23/4	3028.274		cc23o5	coco-twetho 5th		vicesimotertial panchadashatone
35/6	3053.185		cczy5	coco-zoyo 5th		septimal semi-diminished nineteenth
6/1	3101.955		ccw5	cocowa 5th	P19	6th harmonic
55/9	3133.722		cc1og5	coco-logu 5th		undecimal superninteenth
25/4	3172.627		ccyy5	coco-yoyo 5th		5-limit subminor twentieth
19/3	3195.558		cc19o6	cocono 6th		undevicesimal minor twentieth
32/5	3213.686		ccg6	cocogu 6th		classic minor twentieth
13/2	3240.528		cc3o6	cocotho 6th	m20¹³	tridecimal neutral twentieth
20/3	3284.359		ccy6	cocoyo 6th		classic major twentieth
48/7	3333.129		ccr6	cocoru 6th		septimal supermajor twentieth
7/1	3368.826		ccz7	cocozo 7th	m21⁷	7th harmonic
36/5	3417.596		ccg7	cocogu 7th		5-limit minor twentyfirst
22/3	3449.363		cc1o7	cocolo 7th		undecimal neutral twentyfirst
15/2	3488.269		ccy7	cocoyo 7th	M21⁵	just/classic(al)/ptolemaic major twentyfirst
23/3	3526.319		c³23o1	twetho triple 8ve		vicesimotertial supermajor twentyfirst
31/4	3545.036		c³31o1	thiwo triple 8ve		31-limit semi-augmented twentyfirst
8/1	3600.000		c³w1	wa triple 8ve	P22	8th harmonic, three octaves
33/4	3653.273		c³1o1	ilo triple 8ve		undecimal semi-diminished twentythird
25/3	3670.672		c³yy1	yoyo triple 8ve		classic chromatic twentythird
17/2	3704.955		c³17o2	tricoso 2nd		septendecimal minor twentythird
128/15	3711.731		c³g2	tricogu 2nd	m23₅	classic minor twenty-third
26/3	3738.573		c³3o2	tricotho 2nd		tridecimal neutral twentythird
35/4	3755.140		c³zy2	trico-zoyo 2nd		septimal neutral twentythird
9/1	3803.910		c³w2	tricowa 2nd	M23	9th harmonic
10/1	3986.314		c³y3	tricoyo 3rd	M24⁵	10th harmonic, decade
11/1	4151.318		c³1o4	tricolo 4th	P25¹¹	11th harmonic
12/1	4301.955		c³w5	tricowa 5th	P26	12th harmonic
13/1	4440.528		c³3o6	tricotho 6th	m27¹³	13th harmonic
14/1	4568.826		c³z7	tricozo 7th	m28⁷	14th harmonic
15/1	4688.269		c³y7	tricoyo 7th	M28⁵	15th harmonic
16/1	4800.000		c⁴w1	wa quadruple 8ve	P29	16th harmonic, four octaves
17/1	4904.955		c⁴17o2	quadcoso 2nd	m30¹⁷	17th harmonic
256/15	4911.731		c⁴g2	quadcogu 2nd	m30₅	classic minor thirtieth
18/1	5004.910		c⁴w2	quadcowa 2nd	M30	18th harmonic
19/1	5097.513		c⁴19o3	quadcono 3rd	m31¹⁹	19th harmonic
20/1	5186.314		c⁴y3	quadcoyo 3rd	M31⁵	20th harmonic
21/1	5270.781		c⁴z4	quadcozo 4th	P32⁷	21st harmonic
22/1	5351.318		c⁴1o4	quadcolo 4th	P32¹¹	22nd harmonic
23/1	5428.274		c⁴23o5	quadco-twetho 5th	A32²³	23rd harmonic
24/1	5501.955		c⁴w5	quadcowa 5th	P33	24th harmonic
25/1	5572.617		c⁴yy5	quadco-yoyo 5th	A33^5,5	25th harmonic
27/1	5705.865		c⁴w6	quadcowa 6th	M34	27th harmonic
29/1	5829.577		c⁴29o7	quadco-tweno 7th	m35²⁹	29th harmonic
31/1	5945.036		c⁴31o7	quadco-thiwo 7th	M35³¹	31st harmonic
49/1	6737.652		c⁵zz6	quinco-zozo 6th	M41^7,7	49th harmonic

Notes

↑ The Sagittal column shows a pitch-class-sensitive Athenian Evo notation with 1/1 = C. A white notehead  indicates exact notation while black  indicates approximation (typically within 2 ¢).
↑ In the color names, "co" or "c" stands for compound, a conventional music term.
↑ If any FJS names are missing, please add them.

See also

List of superparticular intervals
Category:Lists of intervals - Other galleries of intervals with different inclusion criteria to this one

Links

Retrieved from "https://en.xen.wiki/index.php?title=Gallery_of_just_intervals&oldid=229507"