7-32, (0135689), Harmonic Major

Scale Contains

4-28

5-22

(01478)
Harm-M/m-5

5-Z18

(01457)
Harm-M/m-5

(02367)
Harm-M/m-5

6-31

(014579)
Harm-Major-6

6-Z29

(023679)
Harm-M/m-6

6-Z28

(013569)
Harm-M/m-6

6-Z19

(013478)
Harm-Major-6

Cluster-free, 6 Notes

6 Notes

6-35

(02468t)
Whole-Tone Scale

6-34

(013579)
Aug 9 ♯11
Alt 7 ♭9

(024689)
Dom 9 ♯11
Alt 7 ♯9

6-30

(013679)
X13(♯9)♭5

(023689)
X♯11(♭9)

6-31

(014579)
Harm-Major-6

(024589)
Harm-Minor-6

6-33

(023579)
Dom 13

(024679)
min 13

6-20

(014589)
Augmented (Hex.)

6-32

(024579)
Quartal-6

6-Z29

(023679)
Harm-M/m-6

6-Z50

(014679)
X13(♯9)
X13♯11(♭9)no♭7

6-Z26

(013578)
Maj 9 ♯11

6-Z28

(013569)
Harm-M/m-6

6-Z49

(013479)
X♯11(♯9)
X13♯11(♭9)no5

6-27

(013469)
XAlt13♯11no3/5

(023569)
X7(♭9♯9)
X13(♭9)

6-Z19

(013478)
Harm-Major-6

(014578)
Harm-Minor-6

6-Z25

(013568)
Diatonic-6

(023578)
Diatonic-6

6-Z24

(013468)
XAlt(no♭7)

(024578)
X7(♯5♭9♯9)
Xm11♭5

6-Z23

(023568)
Dom 13 ♯11
X7(♭5♭9♯9)

6-Z13

(013467)
Diminished-6

6-Z19, (013478): Harm-Major-6

Set Class

OPTC equiv: (013478)

Interval-content vector <313431>

Distance √(17/6)*

the minimum Euclidean distance from this set to any transposition of the perfectly even 6 note chord, in semitones

Ancohemitonic chromatic-cluser-free

Hemitonic set contains one or more semitones

Tritonic set contains one or more tritones

Involution

6-Z19

(014578)
Harm-Minor-6

Z-related

6-Z44

Voice leading distance: 1

5-22

(01478)
Harm-M/m-5

5-20

(01568)
Maj 9 ♯11 no 3

5-21

(03478)
Hexatonic-5

5-Z18

(02367)
Harm-M/m-5

5-Z17

(01348)
XAlt(♯5♭9♯9)

5-16

(01347)
Diminished-5

6-31

(024589)
Harm-Minor-6

6-Z26

(013578)
Maj 9 ♯11

6-Z49

(013479)
X♯11(♯9)
X13♯11(♭9)no5

6-Z17

(012478)
All-Trichord

6-Z24

(013468)
XAlt(no♭7)

6-16

7-22

(0125689)
Hungarian Minor

7-21

7-Z38

7-Z37

7-6