Comprehensive Scale Catalog: Nine-Tone Scales in Equal Temperament

This page is part of Flutopedia's Comprehensive Scale Catalog ... a listing of many (many) scales that can be played on Native American flutes.

This page shows only scales with Nine tones per octave and using 12-tone Equal Temperament.

The root note of each scale is shown in blue, such as .

Nine Tone Scale

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–1–1–2–1–1–1–2–1

Scale degrees:
  in semitones: 0–2–3–4–6–7–8–9–11–12
  intervals: 1–2–m3–3–d5–5–m6–6–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F♯ G G♯ A B c
  C D E♭ E G♭ G A♭ A B c

All The Chords Name: Staptygic, 2imperfections

Pitch Class Set: {0,2,3,4,6,7,8,9,11}

Pitch Class Mapping: 3037 (Hex BDD, Binary 101111011101)

A Study of Scales (Ian Ring) Index: 3037

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Youlan
  Mode 3 of: Goptygic
  Mode 4 of: Epocrygic
  Mode 5 of: Rocrygic
  Mode 6 of: Chromatic/Permuted Diatonic Dorian Mixed
  Mode 7 of: Sadygic
  Mode 8 of: Epyrygic

The name I use for this scale comes from: ChordHouse

ChordHouse name: Nine Tone Scale

Piano Encyclopedia name: Nine-Note

Hanryo Hanritsu

Scale steps in semitones: 2–1–1–1–2–2–1–1–1

Scale degrees:
  in semitones: 0–2–3–4–5–7–9–10–11–12
  intervals: 1–2–m3–3–4–5–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F G A A♯ B c
  C D E♭ E F G A B♭ B c

All The Chords Name: Sorygic, 1imperfections

Pitch Class Set: {0,2,3,4,5,7,9,10,11}

Pitch Class Mapping: 3773 (Hex EBD, Binary 111010111101)

A Study of Scales (Ian Ring) Index: 3773

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Chromatic/Diatonic Dorian Mixed
  Mode 3 of: Epithygic
  Mode 4 of: Ionoptygic
  Mode 5 of: Taishikicho
  Mode 6 of: Houseini
  Mode 7 of: Locrian/Aeolian Mixed
  Mode 8 of: Zylygic

The name I use for this scale comes from: [Malm 2001] p68

Scala names: Raga Malgunji, Ramdasi Malhar, Major/Dorian mixed, Blues Enneatonic

Wikipedia page related to this scale:

• Blues Nonatonic ⇒ Blues scale ⇒ Nonatonic

Piano Encyclopedia names: Major/Dorian mixed; Raga Malgunji; Raga Ramdasi Malhar

Scale Omnibus names: Blues Enneatonic; Major-Dorian Mixed; Raga Malgunji; Raga Ramdasi Malharq

» Described in Traditional Japanese Music and Musical Instruments Hardcover¹ (hardcover [Malm 2001]), page 68

¹Liner notes: Hanryo Hanritsu ("Half ryo and half ritsu")

Messiaen Mode 3

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 1–1–2–1–1–2–1–1–2

Scale degrees:
  in semitones: 0–1–2–4–5–6–8–9–10–12
  intervals: 1–m2–2–3–4–d5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G♯ A A♯ c
  C D♭ D E F G♭ A♭ A B♭ c

All The Chords Name: Stynygic, 3imperfections

Pitch Class Set: {0,1,2,4,5,6,8,9,10}

Pitch Class Mapping: 1911 (Hex 777, Binary 011101110111)

A Study of Scales (Ian Ring) Index: 1911

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Genus Chromaticum
  Mode 3 of: Messiaen Mode 3 Inverse
  Mode 4 of: Messiaen Mode 3
  Mode 5 of: Genus Chromaticum
  Mode 6 of: Messiaen Mode 3 Inverse
  Mode 7 of: Messiaen Mode 3
  Mode 8 of: Genus Chromaticum

The name I use for this scale comes from: Scala name

Scala names: Messiaen mode 3, Tcherepnin Nonatonic mode 3

Messiaen Mode 3 Inverse

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–1–1–2–1–1–2–1–1

Scale degrees:
  in semitones: 0–2–3–4–6–7–8–10–11–12
  intervals: 1–2–m3–3–d5–5–m6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F♯ G G♯ A♯ B c
  C D E♭ E G♭ G A♭ B♭ B c

All The Chords Name: Phronygic, 3imperfections

Pitch Class Set: {0,2,3,4,6,7,8,10,11}

Pitch Class Mapping: 3549 (Hex DDD, Binary 110111011101)

A Study of Scales (Ian Ring) Index: 3549

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Messiaen Mode 3
  Mode 3 of: Genus Chromaticum
  Mode 4 of: Messiaen Mode 3 Inverse
  Mode 5 of: Messiaen Mode 3
  Mode 6 of: Genus Chromaticum
  Mode 7 of: Messiaen Mode 3 Inverse
  Mode 8 of: Messiaen Mode 3

The name I use for this scale comes from: Scala name

Scala names: Messiaen mode 3 inverse, Tcherepnin Nonatonic mode 2

Piano Encyclopedia name: Messiaen mode 3

Scale Omnibus name: Messiaen 3rd Mode

Raga Pilu

Scale steps in semitones: 2–1–2–2–1–1–1–1–1

Scale degrees:
  in semitones: 0–2–3–5–7–8–9–10–11–12
  intervals: 1–2–m3–4–5–m6–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ F G G♯ A A♯ B c
  C D E♭ F G A♭ A B♭ B c

All The Chords Name: Dathygic, 2imperfections

Pitch Class Set: {0,2,3,5,7,8,9,10,11}

Pitch Class Mapping: 4013 (Hex FAD, Binary 111110101101)

A Study of Scales (Ian Ring) Index: 4013

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Boptygic
  Mode 3 of: Apinygic
  Mode 4 of: Blues Enneatonic II
  Mode 5 of: Radygic
  Mode 6 of: Gothygic
  Mode 7 of: Lythygic
  Mode 8 of: Chromatic Bebop

The name I use for this scale comes from: Scala name

Scala names: Raga Pilu, Full Minor

Piano Encyclopedia names: Full Minor; Raga Pilu

Scale Omnibus names: Full Minor All Flats; Raga Pilu

Raga Pahadi

Scale steps in semitones: 2–2–1–2–1–1–1–1–1

Scale degrees:
  in semitones: 0–2–4–5–7–8–9–10–11–12
  intervals: 1–2–3–4–5–m6–6–m7–7–8
  Root, Major 2nd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D E F G G♯ A A♯ B c
  C D E F G A♭ A B♭ B c

All The Chords Name: Bagygic, 2imperfections

Pitch Class Set: {0,2,4,5,7,8,9,10,11}

Pitch Class Mapping: 4021 (Hex FB5, Binary 111110110101)

A Study of Scales (Ian Ring) Index: 4021

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Kiourdi
  Mode 3 of: Styptygic
  Mode 4 of: Zolygic
  Mode 5 of: Sydygic
  Mode 6 of: Katygic
  Mode 7 of: Zyphygic
  Mode 8 of: Aeralygic

The name I use for this scale comes from: Scala name

Scala name: Raga Pahadi

Piano Encyclopedia name: Raga Pahadi [Indian]

Scale Omnibus name: Raga Pahadi [India]

Blues Enneatonic II

Scale steps in semitones: 2–1–1–1–1–1–2–1–2

Scale degrees:
  in semitones: 0–2–3–4–5–6–7–9–10–12
  intervals: 1–2–m3–3–4–d5–5–6–m7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ G A A♯ c
  C D E♭ E F G♭ G A B♭ c

All The Chords Name: Katagygic, 2imperfections

Pitch Class Set: {0,2,3,4,5,6,7,9,10}

Pitch Class Mapping: 1789 (Hex 6FD, Binary 011011111101)

A Study of Scales (Ian Ring) Index: 1789

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Radygic
  Mode 3 of: Gothygic
  Mode 4 of: Lythygic
  Mode 5 of: Chromatic Bebop
  Mode 6 of: Aerygic
  Mode 7 of: Raga Pilu
  Mode 8 of: Boptygic

The name I use for this scale comes from: Scala name

Scala name: Blues Enneatonic II

Piano Encyclopedia names: Blues Nine-Note [African]; Blues Enneatonic; Blues Nonatonic; Blues III; Nine-Note Blues

Scale Omnibus name: Blues Enneatonic 2

Kiourdi

Scale steps in semitones: 2–1–2–1–1–1–1–1–2

Scale degrees:
  in semitones: 0–2–3–5–6–7–8–9–10–12
  intervals: 1–2–m3–4–d5–5–m6–6–m7–8
  Root, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C D D♯ F F♯ G G♯ A A♯ c
  C D E♭ F G♭ G A♭ A B♭ c

All The Chords Name: Mathygic, 2imperfections

Pitch Class Set: {0,2,3,5,6,7,8,9,10}

Pitch Class Mapping: 2029 (Hex 7ED, Binary 011111101101)

A Study of Scales (Ian Ring) Index: 2029

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Styptygic
  Mode 3 of: Zolygic
  Mode 4 of: Sydygic
  Mode 5 of: Katygic
  Mode 6 of: Zyphygic
  Mode 7 of: Aeralygic
  Mode 8 of: Ryptygic

The name I use for this scale comes from: Scala name

Scala name: Kiourdi: Greece

Piano Encyclopedia name: Kiourdi Minor [Greek]

Scale Omnibus name: Kiourdi [Greece]

Chromatic Bebop

Scale steps in semitones: 1–1–2–1–2–2–1–1–1

Scale degrees:
  in semitones: 0–1–2–4–5–7–9–10–11–12
  intervals: 1–m2–2–3–4–5–6–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F G A A♯ B c
  C D♭ D E F G A B♭ B c

All The Chords Name: Bacrygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,7,9,10,11}

Pitch Class Mapping: 3767 (Hex EB7, Binary 111010110111)

A Study of Scales (Ian Ring) Index: 3767

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aerygic
  Mode 3 of: Raga Pilu
  Mode 4 of: Boptygic
  Mode 5 of: Apinygic
  Mode 6 of: Blues Enneatonic II
  Mode 7 of: Radygic
  Mode 8 of: Gothygic

The name I use for this scale comes from: Scala name

Scala name: Chromatic Bebop

Scale Omnibus name: Bebop Chromatic

Locrian/Aeolian Mixed

Scale steps in semitones: 1–1–1–2–1–1–1–2–2

Scale degrees:
  in semitones: 0–1–2–3–5–6–7–8–10–12
  intervals: 1–m2–2–m3–4–d5–5–m6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G G♯ A♯ c
  C D♭ D E♭ F G♭ G A♭ B♭ c

All The Chords Name: Solygic, 1imperfections

Pitch Class Set: {0,1,2,3,5,6,7,8,10}

Pitch Class Mapping: 1519 (Hex 5EF, Binary 010111101111)

A Study of Scales (Ian Ring) Index: 1519

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zylygic
  Mode 3 of: Garygic
  Mode 4 of: Hanryo Hanritsu
  Mode 5 of: Chromatic/Diatonic Dorian Mixed
  Mode 6 of: Epithygic
  Mode 7 of: Ionoptygic
  Mode 8 of: Taishikicho

The name I use for this scale comes from: Scala name

Scala name: Locrian/Aeolian mixed

Genus Chromaticum

Scale steps in semitones: 1–2–1–1–2–1–1–2–1

Scale degrees:
  in semitones: 0–1–3–4–5–7–8–9–11–12
  intervals: 1–m2–m3–3–4–5–m6–6–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F G G♯ A B c
  C D♭ E♭ E F G A♭ A B c

All The Chords Name: Zydygic, 3imperfections

Pitch Class Set: {0,1,3,4,5,7,8,9,11}

Pitch Class Mapping: 3003 (Hex BBB, Binary 101110111011)

A Study of Scales (Ian Ring) Index: 3003

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Messiaen Mode 3 Inverse
  Mode 3 of: Messiaen Mode 3
  Mode 4 of: Genus Chromaticum
  Mode 5 of: Messiaen Mode 3 Inverse
  Mode 6 of: Messiaen Mode 3
  Mode 7 of: Genus Chromaticum
  Mode 8 of: Messiaen Mode 3 Inverse

The name I use for this scale comes from: Scala name

Scala names: Genus chromaticum, Tcherepnin Nonatonic mode 1, Augmented-9

Piano Encyclopedia names: Genus chromaticum; Tcherepnin Nine-Note Mode I

Scale Omnibus names: Genus Chromaticum; Messiaen 3rd Mode Inverse; Tcherepnin

Moorish Phrygian

Scale steps in semitones: 1–2–1–1–2–1–2–1–1

Scale degrees:
  in semitones: 0–1–3–4–5–7–8–10–11–12
  intervals: 1–m2–m3–3–4–5–m6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F G G♯ A♯ B c
  C D♭ E♭ E F G A♭ B♭ B c

All The Chords Name: Katodygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,7,8,10,11}

Pitch Class Mapping: 3515 (Hex DBB, Binary 110110111011)

A Study of Scales (Ian Ring) Index: 3515

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Moptygic
  Mode 3 of: Ionocrygic
  Mode 4 of: Gocrygic
  Mode 5 of: Aeolorygic
  Mode 6 of: Thydygic
  Mode 7 of: Gycrygic
  Mode 8 of: Lyrygic

The name I use for this scale comes from: Scala name

Scala names: Moorish Phrygian, Phrygian/Double Harmonic Major mixed

Piano Encyclopedia name: Moorish Phrygian [Spanish]

Scale Omnibus name: Moorish Phrygian [Spain]

Youlan

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 1–1–2–1–1–1–2–1–2

Scale degrees:
  in semitones: 0–1–2–4–5–6–7–9–10–12
  intervals: 1–m2–2–3–4–d5–5–6–m7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G A A♯ c
  C D♭ D E F G♭ G A B♭ c

All The Chords Name: Danygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,6,7,9,10}

Pitch Class Mapping: 1783 (Hex 6F7, Binary 011011110111)

A Study of Scales (Ian Ring) Index: 1783

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Goptygic
  Mode 3 of: Epocrygic
  Mode 4 of: Rocrygic
  Mode 5 of: Chromatic/Permuted Diatonic Dorian Mixed
  Mode 6 of: Sadygic
  Mode 7 of: Epyrygic
  Mode 8 of: Aeradygic

The name I use for this scale comes from: Scala name

Scala name: Youlan scale: China

Piano Encyclopedia name: Youlan [Chinese]

Scale Omnibus name: Youlan [China]

Chromatic/Diatonic Dorian Mixed

Scale steps in semitones: 1–1–1–2–2–1–1–1–2

Scale degrees:
  in semitones: 0–1–2–3–5–7–8–9–10–12
  intervals: 1–m2–2–m3–4–5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F G G♯ A A♯ c
  C D♭ D E♭ F G A♭ A B♭ c

All The Chords Name: Godygic, 1imperfections

Pitch Class Set: {0,1,2,3,5,7,8,9,10}

Pitch Class Mapping: 1967 (Hex 7AF, Binary 011110101111)

A Study of Scales (Ian Ring) Index: 1967

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Epithygic
  Mode 3 of: Ionoptygic
  Mode 4 of: Taishikicho
  Mode 5 of: Houseini
  Mode 6 of: Locrian/Aeolian Mixed
  Mode 7 of: Zylygic
  Mode 8 of: Garygic

The name I use for this scale comes from: Scala name, abbreviated by Clint

Scala name: Chromatic and Diatonic Dorian mixed

Piano Encyclopedia name: Chromatic and Diatonic Dorian mixed

Scale Omnibus name: Chromatic Diatonic Dorian

Chromatic/Permuted Diatonic Dorian Mixed

Scale steps in semitones: 1–1–2–1–2–1–1–2–1

Scale degrees:
  in semitones: 0–1–2–4–5–7–8–9–11–12
  intervals: 1–m2–2–3–4–5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F G G♯ A B c
  C D♭ D E F G A♭ A B c

All The Chords Name: Zyrygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,7,8,9,11}

Pitch Class Mapping: 2999 (Hex BB7, Binary 101110110111)

A Study of Scales (Ian Ring) Index: 2999

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Sadygic
  Mode 3 of: Epyrygic
  Mode 4 of: Aeradygic
  Mode 5 of: Nine Tone Scale
  Mode 6 of: Youlan
  Mode 7 of: Goptygic
  Mode 8 of: Epocrygic

The name I use for this scale comes from: Scala name, abbreviated by Clint

Scala name: Chromatic and Permuted Diatonic Dorian mixed

Piano Encyclopedia name: Chromatic and Permuted Diatonic Dorian mixed

Scale Omnibus name: Chromatic Permutated Diatonic Dorian

Houseini

Scale steps in semitones: 2–1–1–1–2–1–1–1–2

Scale degrees:
  in semitones: 0–2–3–4–5–7–8–9–10–12
  intervals: 1–2–m3–3–4–5–m6–6–m7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C D D♯ E F G G♯ A A♯ c
  C D E♭ E F G A♭ A B♭ c

All The Chords Name: Gadygic, 1imperfections

Pitch Class Set: {0,2,3,4,5,7,8,9,10}

Pitch Class Mapping: 1981 (Hex 7BD, Binary 011110111101)

A Study of Scales (Ian Ring) Index: 1981

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Locrian/Aeolian Mixed
  Mode 3 of: Zylygic
  Mode 4 of: Garygic
  Mode 5 of: Hanryo Hanritsu
  Mode 6 of: Chromatic/Diatonic Dorian Mixed
  Mode 7 of: Epithygic
  Mode 8 of: Ionoptygic

The name I use for this scale comes from: Scala name

Scala names: Houseini: Greece, Modes of Major Pentatonic mixed

Piano Encyclopedia names: Houseini [Greek]; Modes of Major Pentatonic mixed

Scale Omnibus name: Houseini [Greece]

Taishikicho

Scale steps in semitones: 2–2–1–1–1–2–1–1–1

Scale degrees:
  in semitones: 0–2–4–5–6–7–9–10–11–12
  intervals: 1–2–3–4–d5–5–6–m7–7–8
  Root, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D E F F♯ G A A♯ B c
  C D E F G♭ G A B♭ B c

All The Chords Name: Aerycrygic, 1imperfections

Pitch Class Set: {0,2,4,5,6,7,9,10,11}

Pitch Class Mapping: 3829 (Hex EF5, Binary 111011110101)

A Study of Scales (Ian Ring) Index: 3829

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Houseini
  Mode 3 of: Locrian/Aeolian Mixed
  Mode 4 of: Zylygic
  Mode 5 of: Garygic
  Mode 6 of: Hanryo Hanritsu
  Mode 7 of: Chromatic/Diatonic Dorian Mixed
  Mode 8 of: Epithygic

The name I use for this scale comes from: ChordHouse

Scala names: Taishikicho, Ryo: Japan, Raga Chayanat, Lydian/Mixolydian mixed
ChordHouse name: Japanese (Taishikicho)

Piano Encyclopedia names: Lydian/Mixolydian mixed; Ryo; Taishikicho

Scale Omnibus names: Lydian Mixolydian; Ryo; Taishikicho

Blues VI

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 3–1–1–1–1–2–1–1–1

Scale degrees:
  in semitones: 0–3–4–5–6–7–9–10–11–12
  intervals: 1–m3–3–4–d5–5–6–m7–7–8
  Root, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D♯ E F F♯ G A A♯ B c
  C E♭ E F G♭ G A B♭ B c

All The Chords Name: Dycrygic, 2imperfections

Pitch Class Set: {0,3,4,5,6,7,9,10,11}

Pitch Class Mapping: 3833 (Hex EF9, Binary 111011111001)

A Study of Scales (Ian Ring) Index: 3833

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeolygic
  Mode 3 of: Dydygic
  Mode 4 of: Tholygic
  Mode 5 of: Rynygic
  Mode 6 of: Bycrygic
  Mode 7 of: Zacrygic
  Mode 8 of: Panygic

The name I use for this scale comes from: Scala name

Piano Encyclopedia name: Blues VI [African]

Zylygic

Scale steps in semitones: 1–1–2–1–1–1–2–2–1

Scale degrees:
  in semitones: 0–1–2–4–5–6–7–9–11–12
  intervals: 1–m2–2–3–4–d5–5–6–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G A B c
  C D♭ D E F G♭ G A B c

All The Chords Name: Zylygic, 1imperfections

Pitch Class Set: {0,1,2,4,5,6,7,9,11}

Pitch Class Mapping: 2807 (Hex AF7, Binary 101011110111)

A Study of Scales (Ian Ring) Index: 2807

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Garygic
  Mode 3 of: Hanryo Hanritsu
  Mode 4 of: Chromatic/Diatonic Dorian Mixed
  Mode 5 of: Epithygic
  Mode 6 of: Ionoptygic
  Mode 7 of: Taishikicho
  Mode 8 of: Houseini

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Garygic

Scale steps in semitones: 1–2–1–1–1–2–2–1–1

Scale degrees:
  in semitones: 0–1–3–4–5–6–8–10–11–12
  intervals: 1–m2–m3–3–4–d5–m6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G♯ A♯ B c
  C D♭ E♭ E F G♭ A♭ B♭ B c

All The Chords Name: Garygic, 1imperfections

Pitch Class Set: {0,1,3,4,5,6,8,10,11}

Pitch Class Mapping: 3451 (Hex D7B, Binary 110101111011)

A Study of Scales (Ian Ring) Index: 3451

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Hanryo Hanritsu
  Mode 3 of: Chromatic/Diatonic Dorian Mixed
  Mode 4 of: Epithygic
  Mode 5 of: Ionoptygic
  Mode 6 of: Taishikicho
  Mode 7 of: Houseini
  Mode 8 of: Locrian/Aeolian Mixed

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Epithygic

Scale steps in semitones: 1–1–2–2–1–1–1–2–1

Scale degrees:
  in semitones: 0–1–2–4–6–7–8–9–11–12
  intervals: 1–m2–2–3–d5–5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F♯ G G♯ A B c
  C D♭ D E G♭ G A♭ A B c

All The Chords Name: Epithygic, 1imperfections

Pitch Class Set: {0,1,2,4,6,7,8,9,11}

Pitch Class Mapping: 3031 (Hex BD7, Binary 101111010111)

A Study of Scales (Ian Ring) Index: 3031

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Ionoptygic
  Mode 3 of: Taishikicho
  Mode 4 of: Houseini
  Mode 5 of: Locrian/Aeolian Mixed
  Mode 6 of: Zylygic
  Mode 7 of: Garygic
  Mode 8 of: Hanryo Hanritsu

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Ionoptygic

Scale steps in semitones: 1–2–2–1–1–1–2–1–1

Scale degrees:
  in semitones: 0–1–3–5–6–7–8–10–11–12
  intervals: 1–m2–m3–4–d5–5–m6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ F F♯ G G♯ A♯ B c
  C D♭ E♭ F G♭ G A♭ B♭ B c

All The Chords Name: Ionoptygic, 1imperfections

Pitch Class Set: {0,1,3,5,6,7,8,10,11}

Pitch Class Mapping: 3563 (Hex DEB, Binary 110111101011)

A Study of Scales (Ian Ring) Index: 3563

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Taishikicho
  Mode 3 of: Houseini
  Mode 4 of: Locrian/Aeolian Mixed
  Mode 5 of: Zylygic
  Mode 6 of: Garygic
  Mode 7 of: Hanryo Hanritsu
  Mode 8 of: Chromatic/Diatonic Dorian Mixed

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aeolorygic

Scale steps in semitones: 2–1–2–1–1–1–2–1–1

Scale degrees:
  in semitones: 0–2–3–5–6–7–8–10–11–12
  intervals: 1–2–m3–4–d5–5–m6–m7–7–8
  Root, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ F F♯ G G♯ A♯ B c
  C D E♭ F G♭ G A♭ B♭ B c

All The Chords Name: Aeolorygic, 2imperfections

Pitch Class Set: {0,2,3,5,6,7,8,10,11}

Pitch Class Mapping: 3565 (Hex DED, Binary 110111101101)

A Study of Scales (Ian Ring) Index: 3565

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Thydygic
  Mode 3 of: Gycrygic
  Mode 4 of: Lyrygic
  Mode 5 of: Modygic
  Mode 6 of: Moorish Phrygian
  Mode 7 of: Moptygic
  Mode 8 of: Ionocrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Thydygic

Scale steps in semitones: 1–2–1–1–1–2–1–1–2

Scale degrees:
  in semitones: 0–1–3–4–5–6–8–9–10–12
  intervals: 1–m2–m3–3–4–d5–m6–6–m7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G♯ A A♯ c
  C D♭ E♭ E F G♭ A♭ A B♭ c

All The Chords Name: Thydygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,6,8,9,10}

Pitch Class Mapping: 1915 (Hex 77B, Binary 011101111011)

A Study of Scales (Ian Ring) Index: 1915

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Gycrygic
  Mode 3 of: Lyrygic
  Mode 4 of: Modygic
  Mode 5 of: Moorish Phrygian
  Mode 6 of: Moptygic
  Mode 7 of: Ionocrygic
  Mode 8 of: Gocrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Gycrygic

Scale steps in semitones: 2–1–1–1–2–1–1–2–1

Scale degrees:
  in semitones: 0–2–3–4–5–7–8–9–11–12
  intervals: 1–2–m3–3–4–5–m6–6–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F G G♯ A B c
  C D E♭ E F G A♭ A B c

All The Chords Name: Gycrygic, 2imperfections

Pitch Class Set: {0,2,3,4,5,7,8,9,11}

Pitch Class Mapping: 3005 (Hex BBD, Binary 101110111101)

A Study of Scales (Ian Ring) Index: 3005

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Lyrygic
  Mode 3 of: Modygic
  Mode 4 of: Moorish Phrygian
  Mode 5 of: Moptygic
  Mode 6 of: Ionocrygic
  Mode 7 of: Gocrygic
  Mode 8 of: Aeolorygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Lyrygic

Scale steps in semitones: 1–1–1–2–1–1–2–1–2

Scale degrees:
  in semitones: 0–1–2–3–5–6–7–9–10–12
  intervals: 1–m2–2–m3–4–d5–5–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G A A♯ c
  C D♭ D E♭ F G♭ G A B♭ c

All The Chords Name: Lyrygic, 2imperfections

Pitch Class Set: {0,1,2,3,5,6,7,9,10}

Pitch Class Mapping: 1775 (Hex 6EF, Binary 011011101111)

A Study of Scales (Ian Ring) Index: 1775

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Modygic
  Mode 3 of: Moorish Phrygian
  Mode 4 of: Moptygic
  Mode 5 of: Ionocrygic
  Mode 6 of: Gocrygic
  Mode 7 of: Aeolorygic
  Mode 8 of: Thydygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Modygic

Scale steps in semitones: 1–1–2–1–1–2–1–2–1

Scale degrees:
  in semitones: 0–1–2–4–5–6–8–9–11–12
  intervals: 1–m2–2–3–4–d5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G♯ A B c
  C D♭ D E F G♭ A♭ A B c

All The Chords Name: Modygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,6,8,9,11}

Pitch Class Mapping: 2935 (Hex B77, Binary 101101110111)

A Study of Scales (Ian Ring) Index: 2935

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Moorish Phrygian
  Mode 3 of: Moptygic
  Mode 4 of: Ionocrygic
  Mode 5 of: Gocrygic
  Mode 6 of: Aeolorygic
  Mode 7 of: Thydygic
  Mode 8 of: Gycrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Moptygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–1–1–2–1–2–1–1–1

Scale degrees:
  in semitones: 0–2–3–4–6–7–9–10–11–12
  intervals: 1–2–m3–3–d5–5–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F♯ G A A♯ B c
  C D E♭ E G♭ G A B♭ B c

All The Chords Name: Moptygic, 2imperfections

Pitch Class Set: {0,2,3,4,6,7,9,10,11}

Pitch Class Mapping: 3805 (Hex EDD, Binary 111011011101)

A Study of Scales (Ian Ring) Index: 3805

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Ionocrygic
  Mode 3 of: Gocrygic
  Mode 4 of: Aeolorygic
  Mode 5 of: Thydygic
  Mode 6 of: Gycrygic
  Mode 7 of: Lyrygic
  Mode 8 of: Modygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Ionocrygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 1–1–2–1–2–1–1–1–2

Scale degrees:
  in semitones: 0–1–2–4–5–7–8–9–10–12
  intervals: 1–m2–2–3–4–5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D E F G G♯ A A♯ c
  C D♭ D E F G A♭ A B♭ c

All The Chords Name: Ionocrygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,7,8,9,10}

Pitch Class Mapping: 1975 (Hex 7B7, Binary 011110110111)

A Study of Scales (Ian Ring) Index: 1975

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Gocrygic
  Mode 3 of: Aeolorygic
  Mode 4 of: Thydygic
  Mode 5 of: Gycrygic
  Mode 6 of: Lyrygic
  Mode 7 of: Modygic
  Mode 8 of: Moorish Phrygian

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Gocrygic

Scale steps in semitones: 1–2–1–2–1–1–1–2–1

Scale degrees:
  in semitones: 0–1–3–4–6–7–8–9–11–12
  intervals: 1–m2–m3–3–d5–5–m6–6–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F♯ G G♯ A B c
  C D♭ E♭ E G♭ G A♭ A B c

All The Chords Name: Gocrygic, 2imperfections

Pitch Class Set: {0,1,3,4,6,7,8,9,11}

Pitch Class Mapping: 3035 (Hex BDB, Binary 101111011011)

A Study of Scales (Ian Ring) Index: 3035

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeolorygic
  Mode 3 of: Thydygic
  Mode 4 of: Gycrygic
  Mode 5 of: Lyrygic
  Mode 6 of: Modygic
  Mode 7 of: Moorish Phrygian
  Mode 8 of: Moptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Epyrygic

Scale steps in semitones: 2–1–2–1–1–2–1–1–1

Scale degrees:
  in semitones: 0–2–3–5–6–7–9–10–11–12
  intervals: 1–2–m3–4–d5–5–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ F F♯ G A A♯ B c
  C D E♭ F G♭ G A B♭ B c

All The Chords Name: Epyrygic, 2imperfections

Pitch Class Set: {0,2,3,5,6,7,9,10,11}

Pitch Class Mapping: 3821 (Hex EED, Binary 111011101101)

A Study of Scales (Ian Ring) Index: 3821

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeradygic
  Mode 3 of: Nine Tone Scale
  Mode 4 of: Youlan
  Mode 5 of: Goptygic
  Mode 6 of: Epocrygic
  Mode 7 of: Rocrygic
  Mode 8 of: Chromatic/Permuted Diatonic Dorian Mixed

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aeradygic

Scale steps in semitones: 1–2–1–1–2–1–1–1–2

Scale degrees:
  in semitones: 0–1–3–4–5–7–8–9–10–12
  intervals: 1–m2–m3–3–4–5–m6–6–m7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F G G♯ A A♯ c
  C D♭ E♭ E F G A♭ A B♭ c

All The Chords Name: Aeradygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,7,8,9,10}

Pitch Class Mapping: 1979 (Hex 7BB, Binary 011110111011)

A Study of Scales (Ian Ring) Index: 1979

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Nine Tone Scale
  Mode 3 of: Youlan
  Mode 4 of: Goptygic
  Mode 5 of: Epocrygic
  Mode 6 of: Rocrygic
  Mode 7 of: Chromatic/Permuted Diatonic Dorian Mixed
  Mode 8 of: Sadygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Goptygic

Scale steps in semitones: 1–2–1–1–1–2–1–2–1

Scale degrees:
  in semitones: 0–1–3–4–5–6–8–9–11–12
  intervals: 1–m2–m3–3–4–d5–m6–6–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G♯ A B c
  C D♭ E♭ E F G♭ A♭ A B c

All The Chords Name: Goptygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,6,8,9,11}

Pitch Class Mapping: 2939 (Hex B7B, Binary 101101111011)

A Study of Scales (Ian Ring) Index: 2939

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Epocrygic
  Mode 3 of: Rocrygic
  Mode 4 of: Chromatic/Permuted Diatonic Dorian Mixed
  Mode 5 of: Sadygic
  Mode 6 of: Epyrygic
  Mode 7 of: Aeradygic
  Mode 8 of: Nine Tone Scale

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Epocrygic

Scale steps in semitones: 2–1–1–1–2–1–2–1–1

Scale degrees:
  in semitones: 0–2–3–4–5–7–8–10–11–12
  intervals: 1–2–m3–3–4–5–m6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F G G♯ A♯ B c
  C D E♭ E F G A♭ B♭ B c

All The Chords Name: Epocrygic, 2imperfections

Pitch Class Set: {0,2,3,4,5,7,8,10,11}

Pitch Class Mapping: 3517 (Hex DBD, Binary 110110111101)

A Study of Scales (Ian Ring) Index: 3517

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Rocrygic
  Mode 3 of: Chromatic/Permuted Diatonic Dorian Mixed
  Mode 4 of: Sadygic
  Mode 5 of: Epyrygic
  Mode 6 of: Aeradygic
  Mode 7 of: Nine Tone Scale
  Mode 8 of: Youlan

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Rocrygic

Scale steps in semitones: 1–1–1–2–1–2–1–1–2

Scale degrees:
  in semitones: 0–1–2–3–5–6–8–9–10–12
  intervals: 1–m2–2–m3–4–d5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G♯ A A♯ c
  C D♭ D E♭ F G♭ A♭ A B♭ c

All The Chords Name: Rocrygic, 2imperfections

Pitch Class Set: {0,1,2,3,5,6,8,9,10}

Pitch Class Mapping: 1903 (Hex 76F, Binary 011101101111)

A Study of Scales (Ian Ring) Index: 1903

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Chromatic/Permuted Diatonic Dorian Mixed
  Mode 3 of: Sadygic
  Mode 4 of: Epyrygic
  Mode 5 of: Aeradygic
  Mode 6 of: Nine Tone Scale
  Mode 7 of: Youlan
  Mode 8 of: Goptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Sadygic

Scale steps in semitones: 1–2–1–2–1–1–2–1–1

Scale degrees:
  in semitones: 0–1–3–4–6–7–8–10–11–12
  intervals: 1–m2–m3–3–d5–5–m6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F♯ G G♯ A♯ B c
  C D♭ E♭ E G♭ G A♭ B♭ B c

All The Chords Name: Sadygic, 2imperfections

Pitch Class Set: {0,1,3,4,6,7,8,10,11}

Pitch Class Mapping: 3547 (Hex DDB, Binary 110111011011)

A Study of Scales (Ian Ring) Index: 3547

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Epyrygic
  Mode 3 of: Aeradygic
  Mode 4 of: Nine Tone Scale
  Mode 5 of: Youlan
  Mode 6 of: Goptygic
  Mode 7 of: Epocrygic
  Mode 8 of: Rocrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Apinygic

Scale steps in semitones: 2–2–1–1–1–1–1–2–1

Scale degrees:
  in semitones: 0–2–4–5–6–7–8–9–11–12
  intervals: 1–2–3–4–d5–5–m6–6–7–8
  Root, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C D E F F♯ G G♯ A B c
  C D E F G♭ G A♭ A B c

All The Chords Name: Apinygic, 2imperfections

Pitch Class Set: {0,2,4,5,6,7,8,9,11}

Pitch Class Mapping: 3061 (Hex BF5, Binary 101111110101)

A Study of Scales (Ian Ring) Index: 3061

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Blues Enneatonic II
  Mode 3 of: Radygic
  Mode 4 of: Gothygic
  Mode 5 of: Lythygic
  Mode 6 of: Chromatic Bebop
  Mode 7 of: Aerygic
  Mode 8 of: Raga Pilu

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Radygic

Scale steps in semitones: 1–1–1–1–1–2–1–2–2

Scale degrees:
  in semitones: 0–1–2–3–4–5–7–8–10–12
  intervals: 1–m2–2–m3–3–4–5–m6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F G G♯ A♯ c
  C D♭ D E♭ E F G A♭ B♭ c

All The Chords Name: Radygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,5,7,8,10}

Pitch Class Mapping: 1471 (Hex 5BF, Binary 010110111111)

A Study of Scales (Ian Ring) Index: 1471

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Gothygic
  Mode 3 of: Lythygic
  Mode 4 of: Chromatic Bebop
  Mode 5 of: Aerygic
  Mode 6 of: Raga Pilu
  Mode 7 of: Boptygic
  Mode 8 of: Apinygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Gothygic

Scale steps in semitones: 1–1–1–1–2–1–2–2–1

Scale degrees:
  in semitones: 0–1–2–3–4–6–7–9–11–12
  intervals: 1–m2–2–m3–3–d5–5–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G A B c
  C D♭ D E♭ E G♭ G A B c

All The Chords Name: Gothygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,6,7,9,11}

Pitch Class Mapping: 2783 (Hex ADF, Binary 101011011111)

A Study of Scales (Ian Ring) Index: 2783

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Lythygic
  Mode 3 of: Chromatic Bebop
  Mode 4 of: Aerygic
  Mode 5 of: Raga Pilu
  Mode 6 of: Boptygic
  Mode 7 of: Apinygic
  Mode 8 of: Blues Enneatonic II

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Lythygic

Scale steps in semitones: 1–1–1–2–1–2–2–1–1

Scale degrees:
  in semitones: 0–1–2–3–5–6–8–10–11–12
  intervals: 1–m2–2–m3–4–d5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G♯ A♯ B c
  C D♭ D E♭ F G♭ A♭ B♭ B c

All The Chords Name: Lythygic, 2imperfections

Pitch Class Set: {0,1,2,3,5,6,8,10,11}

Pitch Class Mapping: 3439 (Hex D6F, Binary 110101101111)

A Study of Scales (Ian Ring) Index: 3439

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Chromatic Bebop
  Mode 3 of: Aerygic
  Mode 4 of: Raga Pilu
  Mode 5 of: Boptygic
  Mode 6 of: Apinygic
  Mode 7 of: Blues Enneatonic II
  Mode 8 of: Radygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aerygic

Scale steps in semitones: 1–2–1–2–2–1–1–1–1

Scale degrees:
  in semitones: 0–1–3–4–6–8–9–10–11–12
  intervals: 1–m2–m3–3–d5–m6–6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F♯ G♯ A A♯ B c
  C D♭ E♭ E G♭ A♭ A B♭ B c

All The Chords Name: Aerygic, 2imperfections

Pitch Class Set: {0,1,3,4,6,8,9,10,11}

Pitch Class Mapping: 3931 (Hex F5B, Binary 111101011011)

A Study of Scales (Ian Ring) Index: 3931

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Raga Pilu
  Mode 3 of: Boptygic
  Mode 4 of: Apinygic
  Mode 5 of: Blues Enneatonic II
  Mode 6 of: Radygic
  Mode 7 of: Gothygic
  Mode 8 of: Lythygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Boptygic

Scale steps in semitones: 1–2–2–1–1–1–1–1–2

Scale degrees:
  in semitones: 0–1–3–5–6–7–8–9–10–12
  intervals: 1–m2–m3–4–d5–5–m6–6–m7–8
  Root, Minor 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D♯ F F♯ G G♯ A A♯ c
  C D♭ E♭ F G♭ G A♭ A B♭ c

All The Chords Name: Boptygic, 2imperfections

Pitch Class Set: {0,1,3,5,6,7,8,9,10}

Pitch Class Mapping: 2027 (Hex 7EB, Binary 011111101011)

A Study of Scales (Ian Ring) Index: 2027

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Apinygic
  Mode 3 of: Blues Enneatonic II
  Mode 4 of: Radygic
  Mode 5 of: Gothygic
  Mode 6 of: Lythygic
  Mode 7 of: Chromatic Bebop
  Mode 8 of: Aerygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Styptygic

Scale steps in semitones: 1–2–1–1–1–1–1–2–2

Scale degrees:
  in semitones: 0–1–3–4–5–6–7–8–10–12
  intervals: 1–m2–m3–3–4–d5–5–m6–m7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G G♯ A♯ c
  C D♭ E♭ E F G♭ G A♭ B♭ c

All The Chords Name: Styptygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,6,7,8,10}

Pitch Class Mapping: 1531 (Hex 5FB, Binary 010111111011)

A Study of Scales (Ian Ring) Index: 1531

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zolygic
  Mode 3 of: Sydygic
  Mode 4 of: Katygic
  Mode 5 of: Zyphygic
  Mode 6 of: Aeralygic
  Mode 7 of: Ryptygic
  Mode 8 of: Raga Pahadi

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Zolygic

Scale steps in semitones: 2–1–1–1–1–1–2–2–1

Scale degrees:
  in semitones: 0–2–3–4–5–6–7–9–11–12
  intervals: 1–2–m3–3–4–d5–5–6–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ G A B c
  C D E♭ E F G♭ G A B c

All The Chords Name: Zolygic, 2imperfections

Pitch Class Set: {0,2,3,4,5,6,7,9,11}

Pitch Class Mapping: 2813 (Hex AFD, Binary 101011111101)

A Study of Scales (Ian Ring) Index: 2813

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Sydygic
  Mode 3 of: Katygic
  Mode 4 of: Zyphygic
  Mode 5 of: Aeralygic
  Mode 6 of: Ryptygic
  Mode 7 of: Raga Pahadi
  Mode 8 of: Kiourdi

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Sydygic

Scale steps in semitones: 1–1–1–1–1–2–2–1–2

Scale degrees:
  in semitones: 0–1–2–3–4–5–7–9–10–12
  intervals: 1–m2–2–m3–3–4–5–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F G A A♯ c
  C D♭ D E♭ E F G A B♭ c

All The Chords Name: Sydygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,5,7,9,10}

Pitch Class Mapping: 1727 (Hex 6BF, Binary 011010111111)

A Study of Scales (Ian Ring) Index: 1727

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Katygic
  Mode 3 of: Zyphygic
  Mode 4 of: Aeralygic
  Mode 5 of: Ryptygic
  Mode 6 of: Raga Pahadi
  Mode 7 of: Kiourdi
  Mode 8 of: Styptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Katygic

Scale steps in semitones: 1–1–1–1–2–2–1–2–1

Scale degrees:
  in semitones: 0–1–2–3–4–6–8–9–11–12
  intervals: 1–m2–2–m3–3–d5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G♯ A B c
  C D♭ D E♭ E G♭ A♭ A B c

All The Chords Name: Katygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,6,8,9,11}

Pitch Class Mapping: 2911 (Hex B5F, Binary 101101011111)

A Study of Scales (Ian Ring) Index: 2911

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zyphygic
  Mode 3 of: Aeralygic
  Mode 4 of: Ryptygic
  Mode 5 of: Raga Pahadi
  Mode 6 of: Kiourdi
  Mode 7 of: Styptygic
  Mode 8 of: Zolygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Zyphygic

Scale steps in semitones: 1–1–1–2–2–1–2–1–1

Scale degrees:
  in semitones: 0–1–2–3–5–7–8–10–11–12
  intervals: 1–m2–2–m3–4–5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F G G♯ A♯ B c
  C D♭ D E♭ F G A♭ B♭ B c

All The Chords Name: Zyphygic, 2imperfections

Pitch Class Set: {0,1,2,3,5,7,8,10,11}

Pitch Class Mapping: 3503 (Hex DAF, Binary 110110101111)

A Study of Scales (Ian Ring) Index: 3503

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeralygic
  Mode 3 of: Ryptygic
  Mode 4 of: Raga Pahadi
  Mode 5 of: Kiourdi
  Mode 6 of: Styptygic
  Mode 7 of: Zolygic
  Mode 8 of: Sydygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aeralygic

Scale steps in semitones: 1–1–2–2–1–2–1–1–1

Scale degrees:
  in semitones: 0–1–2–4–6–7–9–10–11–12
  intervals: 1–m2–2–3–d5–5–6–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F♯ G A A♯ B c
  C D♭ D E G♭ G A B♭ B c

All The Chords Name: Aeralygic, 2imperfections

Pitch Class Set: {0,1,2,4,6,7,9,10,11}

Pitch Class Mapping: 3799 (Hex ED7, Binary 111011010111)

A Study of Scales (Ian Ring) Index: 3799

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Ryptygic
  Mode 3 of: Raga Pahadi
  Mode 4 of: Kiourdi
  Mode 5 of: Styptygic
  Mode 6 of: Zolygic
  Mode 7 of: Sydygic
  Mode 8 of: Katygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Ryptygic

Scale steps in semitones: 1–2–2–1–2–1–1–1–1

Scale degrees:
  in semitones: 0–1–3–5–6–8–9–10–11–12
  intervals: 1–m2–m3–4–d5–m6–6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ F F♯ G♯ A A♯ B c
  C D♭ E♭ F G♭ A♭ A B♭ B c

All The Chords Name: Ryptygic, 2imperfections

Pitch Class Set: {0,1,3,5,6,8,9,10,11}

Pitch Class Mapping: 3947 (Hex F6B, Binary 111101101011)

A Study of Scales (Ian Ring) Index: 3947

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Raga Pahadi
  Mode 3 of: Kiourdi
  Mode 4 of: Styptygic
  Mode 5 of: Zolygic
  Mode 6 of: Sydygic
  Mode 7 of: Katygic
  Mode 8 of: Zyphygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Loptygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 3–1–1–1–1–1–2–1–1

Scale degrees:
  in semitones: 0–3–4–5–6–7–8–10–11–12
  intervals: 1–m3–3–4–d5–5–m6–m7–7–8
  Root, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D♯ E F F♯ G G♯ A♯ B c
  C E♭ E F G♭ G A♭ B♭ B c

All The Chords Name: Loptygic, 2imperfections

Pitch Class Set: {0,3,4,5,6,7,8,10,11}

Pitch Class Mapping: 3577 (Hex DF9, Binary 110111111001)

A Study of Scales (Ian Ring) Index: 3577

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Katylygic
  Mode 3 of: Phradygic
  Mode 4 of: Mixodygic
  Mode 5 of: Katalygic
  Mode 6 of: Katorygic
  Mode 7 of: Dogygic
  Mode 8 of: Zodygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Katylygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–1–1–1–1–2–1–1–3

Scale degrees:
  in semitones: 0–1–2–3–4–5–7–8–9–12
  intervals: 1–m2–2–m3–3–4–5–m6–6–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Octave

Pitches starting from C:
  C C♯ D D♯ E F G G♯ A c
  C D♭ D E♭ E F G A♭ A c

All The Chords Name: Katylygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,5,7,8,9}

Pitch Class Mapping: 959 (Hex 3BF, Binary 001110111111)

A Study of Scales (Ian Ring) Index: 959

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Phradygic
  Mode 3 of: Mixodygic
  Mode 4 of: Katalygic
  Mode 5 of: Katorygic
  Mode 6 of: Dogygic
  Mode 7 of: Zodygic
  Mode 8 of: Madygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Phradygic

Scale steps in semitones: 1–1–1–1–2–1–1–3–1

Scale degrees:
  in semitones: 0–1–2–3–4–6–7–8–11–12
  intervals: 1–m2–2–m3–3–d5–5–m6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G G♯ B c
  C D♭ D E♭ E G♭ G A♭ B c

All The Chords Name: Phradygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,6,7,8,11}

Pitch Class Mapping: 2527 (Hex 9DF, Binary 100111011111)

A Study of Scales (Ian Ring) Index: 2527

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Mixodygic
  Mode 3 of: Katalygic
  Mode 4 of: Katorygic
  Mode 5 of: Dogygic
  Mode 6 of: Zodygic
  Mode 7 of: Madygic
  Mode 8 of: Loptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Mixodygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–1–1–2–1–1–3–1–1

Scale degrees:
  in semitones: 0–1–2–3–5–6–7–10–11–12
  intervals: 1–m2–2–m3–4–d5–5–m7–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G A♯ B c
  C D♭ D E♭ F G♭ G B♭ B c

All The Chords Name: Mixodygic, 2imperfections

Pitch Class Set: {0,1,2,3,5,6,7,10,11}

Pitch Class Mapping: 3311 (Hex CEF, Binary 110011101111)

A Study of Scales (Ian Ring) Index: 3311

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Katalygic
  Mode 3 of: Katorygic
  Mode 4 of: Dogygic
  Mode 5 of: Zodygic
  Mode 6 of: Madygic
  Mode 7 of: Loptygic
  Mode 8 of: Katylygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Katalygic

Scale steps in semitones: 1–1–2–1–1–3–1–1–1

Scale degrees:
  in semitones: 0–1–2–4–5–6–9–10–11–12
  intervals: 1–m2–2–3–4–d5–6–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ A A♯ B c
  C D♭ D E F G♭ A B♭ B c

All The Chords Name: Katalygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,6,9,10,11}

Pitch Class Mapping: 3703 (Hex E77, Binary 111001110111)

A Study of Scales (Ian Ring) Index: 3703

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Katorygic
  Mode 3 of: Dogygic
  Mode 4 of: Zodygic
  Mode 5 of: Madygic
  Mode 6 of: Loptygic
  Mode 7 of: Katylygic
  Mode 8 of: Phradygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Katorygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–2–1–1–3–1–1–1–1

Scale degrees:
  in semitones: 0–1–3–4–5–8–9–10–11–12
  intervals: 1–m2–m3–3–4–m6–6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F G♯ A A♯ B c
  C D♭ E♭ E F A♭ A B♭ B c

All The Chords Name: Katorygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,8,9,10,11}

Pitch Class Mapping: 3899 (Hex F3B, Binary 111100111011)

A Study of Scales (Ian Ring) Index: 3899

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Dogygic
  Mode 3 of: Zodygic
  Mode 4 of: Madygic
  Mode 5 of: Loptygic
  Mode 6 of: Katylygic
  Mode 7 of: Phradygic
  Mode 8 of: Mixodygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Dogygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–1–1–3–1–1–1–1–1

Scale degrees:
  in semitones: 0–2–3–4–7–8–9–10–11–12
  intervals: 1–2–m3–3–5–m6–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E G G♯ A A♯ B c
  C D E♭ E G A♭ A B♭ B c

All The Chords Name: Dogygic, 2imperfections

Pitch Class Set: {0,2,3,4,7,8,9,10,11}

Pitch Class Mapping: 3997 (Hex F9D, Binary 111110011101)

A Study of Scales (Ian Ring) Index: 3997

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zodygic
  Mode 3 of: Madygic
  Mode 4 of: Loptygic
  Mode 5 of: Katylygic
  Mode 6 of: Phradygic
  Mode 7 of: Mixodygic
  Mode 8 of: Katalygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Zodygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 1–1–3–1–1–1–1–1–2

Scale degrees:
  in semitones: 0–1–2–5–6–7–8–9–10–12
  intervals: 1–m2–2–4–d5–5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D F F♯ G G♯ A A♯ c
  C D♭ D F G♭ G A♭ A B♭ c

All The Chords Name: Zodygic, 2imperfections

Pitch Class Set: {0,1,2,5,6,7,8,9,10}

Pitch Class Mapping: 2023 (Hex 7E7, Binary 011111100111)

A Study of Scales (Ian Ring) Index: 2023

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Madygic
  Mode 3 of: Loptygic
  Mode 4 of: Katylygic
  Mode 5 of: Phradygic
  Mode 6 of: Mixodygic
  Mode 7 of: Katalygic
  Mode 8 of: Katorygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Madygic

Scale steps in semitones: 1–3–1–1–1–1–1–2–1

Scale degrees:
  in semitones: 0–1–4–5–6–7–8–9–11–12
  intervals: 1–m2–3–4–d5–5–m6–6–7–8
  Root, Minor 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ E F F♯ G G♯ A B c
  C D♭ E F G♭ G A♭ A B c

All The Chords Name: Madygic, 2imperfections

Pitch Class Set: {0,1,4,5,6,7,8,9,11}

Pitch Class Mapping: 3059 (Hex BF3, Binary 101111110011)

A Study of Scales (Ian Ring) Index: 3059

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Loptygic
  Mode 3 of: Katylygic
  Mode 4 of: Phradygic
  Mode 5 of: Mixodygic
  Mode 6 of: Katalygic
  Mode 7 of: Katorygic
  Mode 8 of: Dogygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aeolygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–1–1–1–2–1–1–1–3

Scale degrees:
  in semitones: 0–1–2–3–4–6–7–8–9–12
  intervals: 1–m2–2–m3–3–d5–5–m6–6–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G G♯ A c
  C D♭ D E♭ E G♭ G A♭ A c

All The Chords Name: Aeolygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,6,7,8,9}

Pitch Class Mapping: 991 (Hex 3DF, Binary 001111011111)

A Study of Scales (Ian Ring) Index: 991

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Dydygic
  Mode 3 of: Tholygic
  Mode 4 of: Rynygic
  Mode 5 of: Bycrygic
  Mode 6 of: Zacrygic
  Mode 7 of: Panygic
  Mode 8 of: Dyrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Dydygic

Scale steps in semitones: 1–1–1–2–1–1–1–3–1

Scale degrees:
  in semitones: 0–1–2–3–5–6–7–8–11–12
  intervals: 1–m2–2–m3–4–d5–5–m6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G G♯ B c
  C D♭ D E♭ F G♭ G A♭ B c

All The Chords Name: Dydygic, 2imperfections

Pitch Class Set: {0,1,2,3,5,6,7,8,11}

Pitch Class Mapping: 2543 (Hex 9EF, Binary 100111101111)

A Study of Scales (Ian Ring) Index: 2543

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Tholygic
  Mode 3 of: Rynygic
  Mode 4 of: Bycrygic
  Mode 5 of: Zacrygic
  Mode 6 of: Panygic
  Mode 7 of: Dyrygic
  Mode 8 of: Blues VI

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Tholygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–1–2–1–1–1–3–1–1

Scale degrees:
  in semitones: 0–1–2–4–5–6–7–10–11–12
  intervals: 1–m2–2–3–4–d5–5–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G A♯ B c
  C D♭ D E F G♭ G B♭ B c

All The Chords Name: Tholygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,6,7,10,11}

Pitch Class Mapping: 3319 (Hex CF7, Binary 110011110111)

A Study of Scales (Ian Ring) Index: 3319

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Rynygic
  Mode 3 of: Bycrygic
  Mode 4 of: Zacrygic
  Mode 5 of: Panygic
  Mode 6 of: Dyrygic
  Mode 7 of: Blues VI
  Mode 8 of: Aeolygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Rynygic

Scale steps in semitones: 1–2–1–1–1–3–1–1–1

Scale degrees:
  in semitones: 0–1–3–4–5–6–9–10–11–12
  intervals: 1–m2–m3–3–4–d5–6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ A A♯ B c
  C D♭ E♭ E F G♭ A B♭ B c

All The Chords Name: Rynygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,6,9,10,11}

Pitch Class Mapping: 3707 (Hex E7B, Binary 111001111011)

A Study of Scales (Ian Ring) Index: 3707

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Bycrygic
  Mode 3 of: Zacrygic
  Mode 4 of: Panygic
  Mode 5 of: Dyrygic
  Mode 6 of: Blues VI
  Mode 7 of: Aeolygic
  Mode 8 of: Dydygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Bycrygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 2–1–1–1–3–1–1–1–1

Scale degrees:
  in semitones: 0–2–3–4–5–8–9–10–11–12
  intervals: 1–2–m3–3–4–m6–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F G♯ A A♯ B c
  C D E♭ E F A♭ A B♭ B c

All The Chords Name: Bycrygic, 2imperfections

Pitch Class Set: {0,2,3,4,5,8,9,10,11}

Pitch Class Mapping: 3901 (Hex F3D, Binary 111100111101)

A Study of Scales (Ian Ring) Index: 3901

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zacrygic
  Mode 3 of: Panygic
  Mode 4 of: Dyrygic
  Mode 5 of: Blues VI
  Mode 6 of: Aeolygic
  Mode 7 of: Dydygic
  Mode 8 of: Tholygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Zacrygic

Scale steps in semitones: 1–1–1–3–1–1–1–1–2

Scale degrees:
  in semitones: 0–1–2–3–6–7–8–9–10–12
  intervals: 1–m2–2–m3–d5–5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F♯ G G♯ A A♯ c
  C D♭ D E♭ G♭ G A♭ A B♭ c

All The Chords Name: Zacrygic, 2imperfections

Pitch Class Set: {0,1,2,3,6,7,8,9,10}

Pitch Class Mapping: 1999 (Hex 7CF, Binary 011111001111)

A Study of Scales (Ian Ring) Index: 1999

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Panygic
  Mode 3 of: Dyrygic
  Mode 4 of: Blues VI
  Mode 5 of: Aeolygic
  Mode 6 of: Dydygic
  Mode 7 of: Tholygic
  Mode 8 of: Rynygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Panygic

Scale steps in semitones: 1–1–3–1–1–1–1–2–1

Scale degrees:
  in semitones: 0–1–2–5–6–7–8–9–11–12
  intervals: 1–m2–2–4–d5–5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D F F♯ G G♯ A B c
  C D♭ D F G♭ G A♭ A B c

All The Chords Name: Panygic, 2imperfections

Pitch Class Set: {0,1,2,5,6,7,8,9,11}

Pitch Class Mapping: 3047 (Hex BE7, Binary 101111100111)

A Study of Scales (Ian Ring) Index: 3047

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Dyrygic
  Mode 3 of: Blues VI
  Mode 4 of: Aeolygic
  Mode 5 of: Dydygic
  Mode 6 of: Tholygic
  Mode 7 of: Rynygic
  Mode 8 of: Bycrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Dyrygic

Scale steps in semitones: 1–3–1–1–1–1–2–1–1

Scale degrees:
  in semitones: 0–1–4–5–6–7–8–10–11–12
  intervals: 1–m2–3–4–d5–5–m6–m7–7–8
  Root, Minor 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ E F F♯ G G♯ A♯ B c
  C D♭ E F G♭ G A♭ B♭ B c

All The Chords Name: Dyrygic, 2imperfections

Pitch Class Set: {0,1,4,5,6,7,8,10,11}

Pitch Class Mapping: 3571 (Hex DF3, Binary 110111110011)

A Study of Scales (Ian Ring) Index: 3571

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Blues VI
  Mode 3 of: Aeolygic
  Mode 4 of: Dydygic
  Mode 5 of: Tholygic
  Mode 6 of: Rynygic
  Mode 7 of: Bycrygic
  Mode 8 of: Zacrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Zathygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 3–1–1–1–2–1–1–1–1

Scale degrees:
  in semitones: 0–3–4–5–6–8–9–10–11–12
  intervals: 1–m3–3–4–d5–m6–6–m7–7–8
  Root, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D♯ E F F♯ G♯ A A♯ B c
  C E♭ E F G♭ A♭ A B♭ B c

All The Chords Name: Zathygic, 2imperfections

Pitch Class Set: {0,3,4,5,6,8,9,10,11}

Pitch Class Mapping: 3961 (Hex F79, Binary 111101111001)

A Study of Scales (Ian Ring) Index: 3961

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Epitygic
  Mode 3 of: Thocrygic
  Mode 4 of: Lacrygic
  Mode 5 of: Katynygic
  Mode 6 of: Marygic
  Mode 7 of: Mothygic
  Mode 8 of: Thophygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Epitygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–1–1–2–1–1–1–1–3

Scale degrees:
  in semitones: 0–1–2–3–5–6–7–8–9–12
  intervals: 1–m2–2–m3–4–d5–5–m6–6–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G G♯ A c
  C D♭ D E♭ F G♭ G A♭ A c

All The Chords Name: Epitygic, 2imperfections

Pitch Class Set: {0,1,2,3,5,6,7,8,9}

Pitch Class Mapping: 1007 (Hex 3EF, Binary 001111101111)

A Study of Scales (Ian Ring) Index: 1007

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Thocrygic
  Mode 3 of: Lacrygic
  Mode 4 of: Katynygic
  Mode 5 of: Marygic
  Mode 6 of: Mothygic
  Mode 7 of: Thophygic
  Mode 8 of: Bodygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Thocrygic

Scale steps in semitones: 1–1–2–1–1–1–1–3–1

Scale degrees:
  in semitones: 0–1–2–4–5–6–7–8–11–12
  intervals: 1–m2–2–3–4–d5–5–m6–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G G♯ B c
  C D♭ D E F G♭ G A♭ B c

All The Chords Name: Thocrygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,6,7,8,11}

Pitch Class Mapping: 2551 (Hex 9F7, Binary 100111110111)

A Study of Scales (Ian Ring) Index: 2551

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Lacrygic
  Mode 3 of: Katynygic
  Mode 4 of: Marygic
  Mode 5 of: Mothygic
  Mode 6 of: Thophygic
  Mode 7 of: Bodygic
  Mode 8 of: Zathygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Lacrygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–2–1–1–1–1–3–1–1

Scale degrees:
  in semitones: 0–1–3–4–5–6–7–10–11–12
  intervals: 1–m2–m3–3–4–d5–5–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G A♯ B c
  C D♭ E♭ E F G♭ G B♭ B c

All The Chords Name: Lacrygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,6,7,10,11}

Pitch Class Mapping: 3323 (Hex CFB, Binary 110011111011)

A Study of Scales (Ian Ring) Index: 3323

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Katynygic
  Mode 3 of: Marygic
  Mode 4 of: Mothygic
  Mode 5 of: Thophygic
  Mode 6 of: Bodygic
  Mode 7 of: Zathygic
  Mode 8 of: Epitygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Katynygic

Scale steps in semitones: 2–1–1–1–1–3–1–1–1

Scale degrees:
  in semitones: 0–2–3–4–5–6–9–10–11–12
  intervals: 1–2–m3–3–4–d5–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ A A♯ B c
  C D E♭ E F G♭ A B♭ B c

All The Chords Name: Katynygic, 2imperfections

Pitch Class Set: {0,2,3,4,5,6,9,10,11}

Pitch Class Mapping: 3709 (Hex E7D, Binary 111001111101)

A Study of Scales (Ian Ring) Index: 3709

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Marygic
  Mode 3 of: Mothygic
  Mode 4 of: Thophygic
  Mode 5 of: Bodygic
  Mode 6 of: Zathygic
  Mode 7 of: Epitygic
  Mode 8 of: Thocrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Marygic

Scale steps in semitones: 1–1–1–1–3–1–1–1–2

Scale degrees:
  in semitones: 0–1–2–3–4–7–8–9–10–12
  intervals: 1–m2–2–m3–3–5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E G G♯ A A♯ c
  C D♭ D E♭ E G A♭ A B♭ c

All The Chords Name: Marygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,7,8,9,10}

Pitch Class Mapping: 1951 (Hex 79F, Binary 011110011111)

A Study of Scales (Ian Ring) Index: 1951

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Mothygic
  Mode 3 of: Thophygic
  Mode 4 of: Bodygic
  Mode 5 of: Zathygic
  Mode 6 of: Epitygic
  Mode 7 of: Thocrygic
  Mode 8 of: Lacrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Mothygic

Scale steps in semitones: 1–1–1–3–1–1–1–2–1

Scale degrees:
  in semitones: 0–1–2–3–6–7–8–9–11–12
  intervals: 1–m2–2–m3–d5–5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F♯ G G♯ A B c
  C D♭ D E♭ G♭ G A♭ A B c

All The Chords Name: Mothygic, 2imperfections

Pitch Class Set: {0,1,2,3,6,7,8,9,11}

Pitch Class Mapping: 3023 (Hex BCF, Binary 101111001111)

A Study of Scales (Ian Ring) Index: 3023

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Thophygic
  Mode 3 of: Bodygic
  Mode 4 of: Zathygic
  Mode 5 of: Epitygic
  Mode 6 of: Thocrygic
  Mode 7 of: Lacrygic
  Mode 8 of: Katynygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Thophygic

Scale steps in semitones: 1–1–3–1–1–1–2–1–1

Scale degrees:
  in semitones: 0–1–2–5–6–7–8–10–11–12
  intervals: 1–m2–2–4–d5–5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D F F♯ G G♯ A♯ B c
  C D♭ D F G♭ G A♭ B♭ B c

All The Chords Name: Thophygic, 2imperfections

Pitch Class Set: {0,1,2,5,6,7,8,10,11}

Pitch Class Mapping: 3559 (Hex DE7, Binary 110111100111)

A Study of Scales (Ian Ring) Index: 3559

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Bodygic
  Mode 3 of: Zathygic
  Mode 4 of: Epitygic
  Mode 5 of: Thocrygic
  Mode 6 of: Lacrygic
  Mode 7 of: Katynygic
  Mode 8 of: Marygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Bodygic

Scale steps in semitones: 1–3–1–1–1–2–1–1–1

Scale degrees:
  in semitones: 0–1–4–5–6–7–9–10–11–12
  intervals: 1–m2–3–4–d5–5–6–m7–7–8
  Root, Minor 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ E F F♯ G A A♯ B c
  C D♭ E F G♭ G A B♭ B c

All The Chords Name: Bodygic, 2imperfections

Pitch Class Set: {0,1,4,5,6,7,9,10,11}

Pitch Class Mapping: 3827 (Hex EF3, Binary 111011110011)

A Study of Scales (Ian Ring) Index: 3827

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zathygic
  Mode 3 of: Epitygic
  Mode 4 of: Thocrygic
  Mode 5 of: Lacrygic
  Mode 6 of: Katynygic
  Mode 7 of: Marygic
  Mode 8 of: Mothygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Kalygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 3–1–1–2–1–1–1–1–1

Scale degrees:
  in semitones: 0–3–4–5–7–8–9–10–11–12
  intervals: 1–m3–3–4–5–m6–6–m7–7–8
  Root, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D♯ E F G G♯ A A♯ B c
  C E♭ E F G A♭ A B♭ B c

All The Chords Name: Kalygic, 2imperfections

Pitch Class Set: {0,3,4,5,7,8,9,10,11}

Pitch Class Mapping: 4025 (Hex FB9, Binary 111110111001)

A Study of Scales (Ian Ring) Index: 4025

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Ionodygic
  Mode 3 of: Bythygic
  Mode 4 of: Mixolygic
  Mode 5 of: Gaptygic
  Mode 6 of: Aeroptygic
  Mode 7 of: Mylygic
  Mode 8 of: Galygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Ionodygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 1–1–2–1–1–1–1–1–3

Scale degrees:
  in semitones: 0–1–2–4–5–6–7–8–9–12
  intervals: 1–m2–2–3–4–d5–5–m6–6–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G G♯ A c
  C D♭ D E F G♭ G A♭ A c

All The Chords Name: Ionodygic, 2imperfections

Pitch Class Set: {0,1,2,4,5,6,7,8,9}

Pitch Class Mapping: 1015 (Hex 3F7, Binary 001111110111)

A Study of Scales (Ian Ring) Index: 1015

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Bythygic
  Mode 3 of: Mixolygic
  Mode 4 of: Gaptygic
  Mode 5 of: Aeroptygic
  Mode 6 of: Mylygic
  Mode 7 of: Galygic
  Mode 8 of: Pothygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Bythygic

Scale steps in semitones: 1–2–1–1–1–1–1–3–1

Scale degrees:
  in semitones: 0–1–3–4–5–6–7–8–11–12
  intervals: 1–m2–m3–3–4–d5–5–m6–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G G♯ B c
  C D♭ E♭ E F G♭ G A♭ B c

All The Chords Name: Bythygic, 2imperfections

Pitch Class Set: {0,1,3,4,5,6,7,8,11}

Pitch Class Mapping: 2555 (Hex 9FB, Binary 100111111011)

A Study of Scales (Ian Ring) Index: 2555

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Mixolygic
  Mode 3 of: Gaptygic
  Mode 4 of: Aeroptygic
  Mode 5 of: Mylygic
  Mode 6 of: Galygic
  Mode 7 of: Pothygic
  Mode 8 of: Kalygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Mixolygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 2–1–1–1–1–1–3–1–1

Scale degrees:
  in semitones: 0–2–3–4–5–6–7–10–11–12
  intervals: 1–2–m3–3–4–d5–5–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ G A♯ B c
  C D E♭ E F G♭ G B♭ B c

All The Chords Name: Mixolygic, 2imperfections

Pitch Class Set: {0,2,3,4,5,6,7,10,11}

Pitch Class Mapping: 3325 (Hex CFD, Binary 110011111101)

A Study of Scales (Ian Ring) Index: 3325

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Gaptygic
  Mode 3 of: Aeroptygic
  Mode 4 of: Mylygic
  Mode 5 of: Galygic
  Mode 6 of: Pothygic
  Mode 7 of: Kalygic
  Mode 8 of: Ionodygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Gaptygic

Fingerings on most contemporary six-hole pentatonic minor Native American flutes:

Scale steps in semitones: 1–1–1–1–1–3–1–1–2

Scale degrees:
  in semitones: 0–1–2–3–4–5–8–9–10–12
  intervals: 1–m2–2–m3–3–4–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F G♯ A A♯ c
  C D♭ D E♭ E F A♭ A B♭ c

All The Chords Name: Gaptygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,5,8,9,10}

Pitch Class Mapping: 1855 (Hex 73F, Binary 011100111111)

A Study of Scales (Ian Ring) Index: 1855

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeroptygic
  Mode 3 of: Mylygic
  Mode 4 of: Galygic
  Mode 5 of: Pothygic
  Mode 6 of: Kalygic
  Mode 7 of: Ionodygic
  Mode 8 of: Bythygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aeroptygic

Scale steps in semitones: 1–1–1–1–3–1–1–2–1

Scale degrees:
  in semitones: 0–1–2–3–4–7–8–9–11–12
  intervals: 1–m2–2–m3–3–5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E G G♯ A B c
  C D♭ D E♭ E G A♭ A B c

All The Chords Name: Aeroptygic, 2imperfections

Pitch Class Set: {0,1,2,3,4,7,8,9,11}

Pitch Class Mapping: 2975 (Hex B9F, Binary 101110011111)

A Study of Scales (Ian Ring) Index: 2975

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Mylygic
  Mode 3 of: Galygic
  Mode 4 of: Pothygic
  Mode 5 of: Kalygic
  Mode 6 of: Ionodygic
  Mode 7 of: Bythygic
  Mode 8 of: Mixolygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Mylygic

Scale steps in semitones: 1–1–1–3–1–1–2–1–1

Scale degrees:
  in semitones: 0–1–2–3–6–7–8–10–11–12
  intervals: 1–m2–2–m3–d5–5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F♯ G G♯ A♯ B c
  C D♭ D E♭ G♭ G A♭ B♭ B c

All The Chords Name: Mylygic, 2imperfections

Pitch Class Set: {0,1,2,3,6,7,8,10,11}

Pitch Class Mapping: 3535 (Hex DCF, Binary 110111001111)

A Study of Scales (Ian Ring) Index: 3535

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Galygic
  Mode 3 of: Pothygic
  Mode 4 of: Kalygic
  Mode 5 of: Ionodygic
  Mode 6 of: Bythygic
  Mode 7 of: Mixolygic
  Mode 8 of: Gaptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Galygic

Scale steps in semitones: 1–1–3–1–1–2–1–1–1

Scale degrees:
  in semitones: 0–1–2–5–6–7–9–10–11–12
  intervals: 1–m2–2–4–d5–5–6–m7–7–8
  Root, Minor 2nd, Major 2nd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D F F♯ G A A♯ B c
  C D♭ D F G♭ G A B♭ B c

All The Chords Name: Galygic, 2imperfections

Pitch Class Set: {0,1,2,5,6,7,9,10,11}

Pitch Class Mapping: 3815 (Hex EE7, Binary 111011100111)

A Study of Scales (Ian Ring) Index: 3815

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Pothygic
  Mode 3 of: Kalygic
  Mode 4 of: Ionodygic
  Mode 5 of: Bythygic
  Mode 6 of: Mixolygic
  Mode 7 of: Gaptygic
  Mode 8 of: Aeroptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Pothygic

Scale steps in semitones: 1–3–1–1–2–1–1–1–1

Scale degrees:
  in semitones: 0–1–4–5–6–8–9–10–11–12
  intervals: 1–m2–3–4–d5–m6–6–m7–7–8
  Root, Minor 2nd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ E F F♯ G♯ A A♯ B c
  C D♭ E F G♭ A♭ A B♭ B c

All The Chords Name: Pothygic, 2imperfections

Pitch Class Set: {0,1,4,5,6,8,9,10,11}

Pitch Class Mapping: 3955 (Hex F73, Binary 111101110011)

A Study of Scales (Ian Ring) Index: 3955

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Kalygic
  Mode 3 of: Ionodygic
  Mode 4 of: Bythygic
  Mode 5 of: Mixolygic
  Mode 6 of: Gaptygic
  Mode 7 of: Aeroptygic
  Mode 8 of: Mylygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Koptygic

Scale steps in semitones: 2–1–2–1–2–1–1–1–1

Scale degrees:
  in semitones: 0–2–3–5–6–8–9–10–11–12
  intervals: 1–2–m3–4–d5–m6–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ F F♯ G♯ A A♯ B c
  C D E♭ F G♭ A♭ A B♭ B c

All The Chords Name: Koptygic, 3imperfections

Pitch Class Set: {0,2,3,5,6,8,9,10,11}

Pitch Class Mapping: 3949 (Hex F6D, Binary 111101101101)

A Study of Scales (Ian Ring) Index: 3949

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Raphygic
  Mode 3 of: Zycrygic
  Mode 4 of: Mycrygic
  Mode 5 of: Laptygic
  Mode 6 of: Pylygic
  Mode 7 of: Rodygic
  Mode 8 of: Epolygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Raphygic

Scale steps in semitones: 1–2–1–2–1–1–1–1–2

Scale degrees:
  in semitones: 0–1–3–4–6–7–8–9–10–12
  intervals: 1–m2–m3–3–d5–5–m6–6–m7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F♯ G G♯ A A♯ c
  C D♭ E♭ E G♭ G A♭ A B♭ c

All The Chords Name: Raphygic, 3imperfections

Pitch Class Set: {0,1,3,4,6,7,8,9,10}

Pitch Class Mapping: 2011 (Hex 7DB, Binary 011111011011)

A Study of Scales (Ian Ring) Index: 2011

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zycrygic
  Mode 3 of: Mycrygic
  Mode 4 of: Laptygic
  Mode 5 of: Pylygic
  Mode 6 of: Rodygic
  Mode 7 of: Epolygic
  Mode 8 of: Epidygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Zycrygic

Scale steps in semitones: 2–1–2–1–1–1–1–2–1

Scale degrees:
  in semitones: 0–2–3–5–6–7–8–9–11–12
  intervals: 1–2–m3–4–d5–5–m6–6–7–8
  Root, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C D D♯ F F♯ G G♯ A B c
  C D E♭ F G♭ G A♭ A B c

All The Chords Name: Zycrygic, 3imperfections

Pitch Class Set: {0,2,3,5,6,7,8,9,11}

Pitch Class Mapping: 3053 (Hex BED, Binary 101111101101)

A Study of Scales (Ian Ring) Index: 3053

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Mycrygic
  Mode 3 of: Laptygic
  Mode 4 of: Pylygic
  Mode 5 of: Rodygic
  Mode 6 of: Epolygic
  Mode 7 of: Epidygic
  Mode 8 of: Koptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Mycrygic

Scale steps in semitones: 1–2–1–1–1–1–2–1–2

Scale degrees:
  in semitones: 0–1–3–4–5–6–7–9–10–12
  intervals: 1–m2–m3–3–4–d5–5–6–m7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G A A♯ c
  C D♭ E♭ E F G♭ G A B♭ c

All The Chords Name: Mycrygic, 3imperfections

Pitch Class Set: {0,1,3,4,5,6,7,9,10}

Pitch Class Mapping: 1787 (Hex 6FB, Binary 011011111011)

A Study of Scales (Ian Ring) Index: 1787

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Laptygic
  Mode 3 of: Pylygic
  Mode 4 of: Rodygic
  Mode 5 of: Epolygic
  Mode 6 of: Epidygic
  Mode 7 of: Koptygic
  Mode 8 of: Raphygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Laptygic

Scale steps in semitones: 2–1–1–1–1–2–1–2–1

Scale degrees:
  in semitones: 0–2–3–4–5–6–8–9–11–12
  intervals: 1–2–m3–3–4–d5–m6–6–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ G♯ A B c
  C D E♭ E F G♭ A♭ A B c

All The Chords Name: Laptygic, 3imperfections

Pitch Class Set: {0,2,3,4,5,6,8,9,11}

Pitch Class Mapping: 2941 (Hex B7D, Binary 101101111101)

A Study of Scales (Ian Ring) Index: 2941

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Pylygic
  Mode 3 of: Rodygic
  Mode 4 of: Epolygic
  Mode 5 of: Epidygic
  Mode 6 of: Koptygic
  Mode 7 of: Raphygic
  Mode 8 of: Zycrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Pylygic

Scale steps in semitones: 1–1–1–1–2–1–2–1–2

Scale degrees:
  in semitones: 0–1–2–3–4–6–7–9–10–12
  intervals: 1–m2–2–m3–3–d5–5–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G A A♯ c
  C D♭ D E♭ E G♭ G A B♭ c

All The Chords Name: Pylygic, 3imperfections

Pitch Class Set: {0,1,2,3,4,6,7,9,10}

Pitch Class Mapping: 1759 (Hex 6DF, Binary 011011011111)

A Study of Scales (Ian Ring) Index: 1759

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Rodygic
  Mode 3 of: Epolygic
  Mode 4 of: Epidygic
  Mode 5 of: Koptygic
  Mode 6 of: Raphygic
  Mode 7 of: Zycrygic
  Mode 8 of: Mycrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Rodygic

Scale steps in semitones: 1–1–1–2–1–2–1–2–1

Scale degrees:
  in semitones: 0–1–2–3–5–6–8–9–11–12
  intervals: 1–m2–2–m3–4–d5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G♯ A B c
  C D♭ D E♭ F G♭ A♭ A B c

All The Chords Name: Rodygic, 3imperfections

Pitch Class Set: {0,1,2,3,5,6,8,9,11}

Pitch Class Mapping: 2927 (Hex B6F, Binary 101101101111)

A Study of Scales (Ian Ring) Index: 2927

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Epolygic
  Mode 3 of: Epidygic
  Mode 4 of: Koptygic
  Mode 5 of: Raphygic
  Mode 6 of: Zycrygic
  Mode 7 of: Mycrygic
  Mode 8 of: Laptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Epolygic

Scale steps in semitones: 1–1–2–1–2–1–2–1–1

Scale degrees:
  in semitones: 0–1–2–4–5–7–8–10–11–12
  intervals: 1–m2–2–3–4–5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F G G♯ A♯ B c
  C D♭ D E F G A♭ B♭ B c

All The Chords Name: Epolygic, 3imperfections

Pitch Class Set: {0,1,2,4,5,7,8,10,11}

Pitch Class Mapping: 3511 (Hex DB7, Binary 110110110111)

A Study of Scales (Ian Ring) Index: 3511

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Epidygic
  Mode 3 of: Koptygic
  Mode 4 of: Raphygic
  Mode 5 of: Zycrygic
  Mode 6 of: Mycrygic
  Mode 7 of: Laptygic
  Mode 8 of: Pylygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Epidygic

Scale steps in semitones: 1–2–1–2–1–2–1–1–1

Scale degrees:
  in semitones: 0–1–3–4–6–7–9–10–11–12
  intervals: 1–m2–m3–3–d5–5–6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F♯ G A A♯ B c
  C D♭ E♭ E G♭ G A B♭ B c

All The Chords Name: Epidygic, 3imperfections

Pitch Class Set: {0,1,3,4,6,7,9,10,11}

Pitch Class Mapping: 3803 (Hex EDB, Binary 111011011011)

A Study of Scales (Ian Ring) Index: 3803

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Koptygic
  Mode 3 of: Raphygic
  Mode 4 of: Zycrygic
  Mode 5 of: Mycrygic
  Mode 6 of: Laptygic
  Mode 7 of: Pylygic
  Mode 8 of: Rodygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Kaptygic

Scale steps in semitones: 2–2–1–1–1–1–2–1–1

Scale degrees:
  in semitones: 0–2–4–5–6–7–8–10–11–12
  intervals: 1–2–3–4–d5–5–m6–m7–7–8
  Root, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D E F F♯ G G♯ A♯ B c
  C D E F G♭ G A♭ B♭ B c

All The Chords Name: Kaptygic, 3imperfections

Pitch Class Set: {0,2,4,5,6,7,8,10,11}

Pitch Class Mapping: 3573 (Hex DF5, Binary 110111110101)

A Study of Scales (Ian Ring) Index: 3573

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Sacrygic
  Mode 3 of: Padygic
  Mode 4 of: Epilygic
  Mode 5 of: Kynygic
  Mode 6 of: Stophygic
  Mode 7 of: Ionidygic
  Mode 8 of: Stonygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Sacrygic

Scale steps in semitones: 2–1–1–1–1–2–1–1–2

Scale degrees:
  in semitones: 0–2–3–4–5–6–8–9–10–12
  intervals: 1–2–m3–3–4–d5–m6–6–m7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ G♯ A A♯ c
  C D E♭ E F G♭ A♭ A B♭ c

All The Chords Name: Sacrygic, 3imperfections

Pitch Class Set: {0,2,3,4,5,6,8,9,10}

Pitch Class Mapping: 1917 (Hex 77D, Binary 011101111101)

A Study of Scales (Ian Ring) Index: 1917

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Padygic
  Mode 3 of: Epilygic
  Mode 4 of: Kynygic
  Mode 5 of: Stophygic
  Mode 6 of: Ionidygic
  Mode 7 of: Stonygic
  Mode 8 of: Stalygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Padygic

Scale steps in semitones: 1–1–1–1–2–1–1–2–2

Scale degrees:
  in semitones: 0–1–2–3–4–6–7–8–10–12
  intervals: 1–m2–2–m3–3–d5–5–m6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G G♯ A♯ c
  C D♭ D E♭ E G♭ G A♭ B♭ c

All The Chords Name: Padygic, 3imperfections

Pitch Class Set: {0,1,2,3,4,6,7,8,10}

Pitch Class Mapping: 1503 (Hex 5DF, Binary 010111011111)

A Study of Scales (Ian Ring) Index: 1503

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Epilygic
  Mode 3 of: Kynygic
  Mode 4 of: Stophygic
  Mode 5 of: Ionidygic
  Mode 6 of: Stonygic
  Mode 7 of: Stalygic
  Mode 8 of: Kaptygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Epilygic

Scale steps in semitones: 1–1–1–2–1–1–2–2–1

Scale degrees:
  in semitones: 0–1–2–3–5–6–7–9–11–12
  intervals: 1–m2–2–m3–4–d5–5–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F F♯ G A B c
  C D♭ D E♭ F G♭ G A B c

All The Chords Name: Epilygic, 3imperfections

Pitch Class Set: {0,1,2,3,5,6,7,9,11}

Pitch Class Mapping: 2799 (Hex AEF, Binary 101011101111)

A Study of Scales (Ian Ring) Index: 2799

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Kynygic
  Mode 3 of: Stophygic
  Mode 4 of: Ionidygic
  Mode 5 of: Stonygic
  Mode 6 of: Stalygic
  Mode 7 of: Kaptygic
  Mode 8 of: Sacrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Kynygic

Scale steps in semitones: 1–1–2–1–1–2–2–1–1

Scale degrees:
  in semitones: 0–1–2–4–5–6–8–10–11–12
  intervals: 1–m2–2–3–4–d5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G♯ A♯ B c
  C D♭ D E F G♭ A♭ B♭ B c

All The Chords Name: Kynygic, 3imperfections

Pitch Class Set: {0,1,2,4,5,6,8,10,11}

Pitch Class Mapping: 3447 (Hex D77, Binary 110101110111)

A Study of Scales (Ian Ring) Index: 3447

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Stophygic
  Mode 3 of: Ionidygic
  Mode 4 of: Stonygic
  Mode 5 of: Stalygic
  Mode 6 of: Kaptygic
  Mode 7 of: Sacrygic
  Mode 8 of: Padygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Stophygic

Scale steps in semitones: 1–2–1–1–2–2–1–1–1

Scale degrees:
  in semitones: 0–1–3–4–5–7–9–10–11–12
  intervals: 1–m2–m3–3–4–5–6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F G A A♯ B c
  C D♭ E♭ E F G A B♭ B c

All The Chords Name: Stophygic, 3imperfections

Pitch Class Set: {0,1,3,4,5,7,9,10,11}

Pitch Class Mapping: 3771 (Hex EBB, Binary 111010111011)

A Study of Scales (Ian Ring) Index: 3771

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Ionidygic
  Mode 3 of: Stonygic
  Mode 4 of: Stalygic
  Mode 5 of: Kaptygic
  Mode 6 of: Sacrygic
  Mode 7 of: Padygic
  Mode 8 of: Epilygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Ionidygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–1–1–2–2–1–1–1–1

Scale degrees:
  in semitones: 0–2–3–4–6–8–9–10–11–12
  intervals: 1–2–m3–3–d5–m6–6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F♯ G♯ A A♯ B c
  C D E♭ E G♭ A♭ A B♭ B c

All The Chords Name: Ionidygic, 3imperfections

Pitch Class Set: {0,2,3,4,6,8,9,10,11}

Pitch Class Mapping: 3933 (Hex F5D, Binary 111101011101)

A Study of Scales (Ian Ring) Index: 3933

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Stonygic
  Mode 3 of: Stalygic
  Mode 4 of: Kaptygic
  Mode 5 of: Sacrygic
  Mode 6 of: Padygic
  Mode 7 of: Epilygic
  Mode 8 of: Kynygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Stonygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 1–1–2–2–1–1–1–1–2

Scale degrees:
  in semitones: 0–1–2–4–6–7–8–9–10–12
  intervals: 1–m2–2–3–d5–5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D E F♯ G G♯ A A♯ c
  C D♭ D E G♭ G A♭ A B♭ c

All The Chords Name: Stonygic, 3imperfections

Pitch Class Set: {0,1,2,4,6,7,8,9,10}

Pitch Class Mapping: 2007 (Hex 7D7, Binary 011111010111)

A Study of Scales (Ian Ring) Index: 2007

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Stalygic
  Mode 3 of: Kaptygic
  Mode 4 of: Sacrygic
  Mode 5 of: Padygic
  Mode 6 of: Epilygic
  Mode 7 of: Kynygic
  Mode 8 of: Stophygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Stalygic

Scale steps in semitones: 1–2–2–1–1–1–1–2–1

Scale degrees:
  in semitones: 0–1–3–5–6–7–8–9–11–12
  intervals: 1–m2–m3–4–d5–5–m6–6–7–8
  Root, Minor 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ F F♯ G G♯ A B c
  C D♭ E♭ F G♭ G A♭ A B c

All The Chords Name: Stalygic, 3imperfections

Pitch Class Set: {0,1,3,5,6,7,8,9,11}

Pitch Class Mapping: 3051 (Hex BEB, Binary 101111101011)

A Study of Scales (Ian Ring) Index: 3051

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Kaptygic
  Mode 3 of: Sacrygic
  Mode 4 of: Padygic
  Mode 5 of: Epilygic
  Mode 6 of: Kynygic
  Mode 7 of: Stophygic
  Mode 8 of: Ionidygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Porygic

Scale steps in semitones: 2–2–1–1–2–1–1–1–1

Scale degrees:
  in semitones: 0–2–4–5–6–8–9–10–11–12
  intervals: 1–2–3–4–d5–m6–6–m7–7–8
  Root, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D E F F♯ G♯ A A♯ B c
  C D E F G♭ A♭ A B♭ B c

All The Chords Name: Porygic, 3imperfections

Pitch Class Set: {0,2,4,5,6,8,9,10,11}

Pitch Class Mapping: 3957 (Hex F75, Binary 111101110101)

A Study of Scales (Ian Ring) Index: 3957

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Mocrygic
  Mode 3 of: Aeolyrigic
  Mode 4 of: Barygic
  Mode 5 of: Katarygic
  Mode 6 of: Aerocrygic
  Mode 7 of: Zanygic
  Mode 8 of: Aeolonygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Mocrygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–1–1–2–1–1–1–1–2

Scale degrees:
  in semitones: 0–2–3–4–6–7–8–9–10–12
  intervals: 1–2–m3–3–d5–5–m6–6–m7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C D D♯ E F♯ G G♯ A A♯ c
  C D E♭ E G♭ G A♭ A B♭ c

All The Chords Name: Mocrygic, 3imperfections

Pitch Class Set: {0,2,3,4,6,7,8,9,10}

Pitch Class Mapping: 2013 (Hex 7DD, Binary 011111011101)

A Study of Scales (Ian Ring) Index: 2013

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeolyrigic
  Mode 3 of: Barygic
  Mode 4 of: Katarygic
  Mode 5 of: Aerocrygic
  Mode 6 of: Zanygic
  Mode 7 of: Aeolonygic
  Mode 8 of: Aeolanygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aeolyrigic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 1–1–2–1–1–1–1–2–2

Scale degrees:
  in semitones: 0–1–2–4–5–6–7–8–10–12
  intervals: 1–m2–2–3–4–d5–5–m6–m7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D E F F♯ G G♯ A♯ c
  C D♭ D E F G♭ G A♭ B♭ c

All The Chords Name: Aeolyrigic, 3imperfections

Pitch Class Set: {0,1,2,4,5,6,7,8,10}

Pitch Class Mapping: 1527 (Hex 5F7, Binary 010111110111)

A Study of Scales (Ian Ring) Index: 1527

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Barygic
  Mode 3 of: Katarygic
  Mode 4 of: Aerocrygic
  Mode 5 of: Zanygic
  Mode 6 of: Aeolonygic
  Mode 7 of: Aeolanygic
  Mode 8 of: Porygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Barygic

Scale steps in semitones: 1–2–1–1–1–1–2–2–1

Scale degrees:
  in semitones: 0–1–3–4–5–6–7–9–11–12
  intervals: 1–m2–m3–3–4–d5–5–6–7–8
  Root, Minor 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ E F F♯ G A B c
  C D♭ E♭ E F G♭ G A B c

All The Chords Name: Barygic, 3imperfections

Pitch Class Set: {0,1,3,4,5,6,7,9,11}

Pitch Class Mapping: 2811 (Hex AFB, Binary 101011111011)

A Study of Scales (Ian Ring) Index: 2811

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Katarygic
  Mode 3 of: Aerocrygic
  Mode 4 of: Zanygic
  Mode 5 of: Aeolonygic
  Mode 6 of: Aeolanygic
  Mode 7 of: Porygic
  Mode 8 of: Mocrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Katarygic

Scale steps in semitones: 2–1–1–1–1–2–2–1–1

Scale degrees:
  in semitones: 0–2–3–4–5–6–8–10–11–12
  intervals: 1–2–m3–3–4–d5–m6–m7–7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ G♯ A♯ B c
  C D E♭ E F G♭ A♭ B♭ B c

All The Chords Name: Katarygic, 3imperfections

Pitch Class Set: {0,2,3,4,5,6,8,10,11}

Pitch Class Mapping: 3453 (Hex D7D, Binary 110101111101)

A Study of Scales (Ian Ring) Index: 3453

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aerocrygic
  Mode 3 of: Zanygic
  Mode 4 of: Aeolonygic
  Mode 5 of: Aeolanygic
  Mode 6 of: Porygic
  Mode 7 of: Mocrygic
  Mode 8 of: Aeolyrigic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aerocrygic

Scale steps in semitones: 1–1–1–1–2–2–1–1–2

Scale degrees:
  in semitones: 0–1–2–3–4–6–8–9–10–12
  intervals: 1–m2–2–m3–3–d5–m6–6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G♯ A A♯ c
  C D♭ D E♭ E G♭ A♭ A B♭ c

All The Chords Name: Aerocrygic, 3imperfections

Pitch Class Set: {0,1,2,3,4,6,8,9,10}

Pitch Class Mapping: 1887 (Hex 75F, Binary 011101011111)

A Study of Scales (Ian Ring) Index: 1887

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Zanygic
  Mode 3 of: Aeolonygic
  Mode 4 of: Aeolanygic
  Mode 5 of: Porygic
  Mode 6 of: Mocrygic
  Mode 7 of: Aeolyrigic
  Mode 8 of: Barygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Zanygic

Scale steps in semitones: 1–1–1–2–2–1–1–2–1

Scale degrees:
  in semitones: 0–1–2–3–5–7–8–9–11–12
  intervals: 1–m2–2–m3–4–5–m6–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Perfect 5th, Minor 6th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F G G♯ A B c
  C D♭ D E♭ F G A♭ A B c

All The Chords Name: Zanygic, 3imperfections

Pitch Class Set: {0,1,2,3,5,7,8,9,11}

Pitch Class Mapping: 2991 (Hex BAF, Binary 101110101111)

A Study of Scales (Ian Ring) Index: 2991

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeolonygic
  Mode 3 of: Aeolanygic
  Mode 4 of: Porygic
  Mode 5 of: Mocrygic
  Mode 6 of: Aeolyrigic
  Mode 7 of: Barygic
  Mode 8 of: Katarygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Aeolonygic

Scale steps in semitones: 1–1–2–2–1–1–2–1–1

Scale degrees:
  in semitones: 0–1–2–4–6–7–8–10–11–12
  intervals: 1–m2–2–3–d5–5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F♯ G G♯ A♯ B c
  C D♭ D E G♭ G A♭ B♭ B c

All The Chords Name: Aeolonygic, 3imperfections

Pitch Class Set: {0,1,2,4,6,7,8,10,11}

Pitch Class Mapping: 3543 (Hex DD7, Binary 110111010111)

A Study of Scales (Ian Ring) Index: 3543

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Aeolanygic
  Mode 3 of: Porygic
  Mode 4 of: Mocrygic
  Mode 5 of: Aeolyrigic
  Mode 6 of: Barygic
  Mode 7 of: Katarygic
  Mode 8 of: Aerocrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Scale Omnibus name: Symmetrical Nonatonic

Aeolanygic

Scale steps in semitones: 1–2–2–1–1–2–1–1–1

Scale degrees:
  in semitones: 0–1–3–5–6–7–9–10–11–12
  intervals: 1–m2–m3–4–d5–5–6–m7–7–8
  Root, Minor 2nd, Minor 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D♯ F F♯ G A A♯ B c
  C D♭ E♭ F G♭ G A B♭ B c

All The Chords Name: Aeolanygic, 3imperfections

Pitch Class Set: {0,1,3,5,6,7,9,10,11}

Pitch Class Mapping: 3819 (Hex EEB, Binary 111011101011)

A Study of Scales (Ian Ring) Index: 3819

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Porygic
  Mode 3 of: Mocrygic
  Mode 4 of: Aeolyrigic
  Mode 5 of: Barygic
  Mode 6 of: Katarygic
  Mode 7 of: Aerocrygic
  Mode 8 of: Zanygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Kyrygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–2–2–1–1–1–1–1–1

Scale degrees:
  in semitones: 0–2–4–6–7–8–9–10–11–12
  intervals: 1–2–3–d5–5–m6–6–m7–7–8
  Root, Major 2nd, Major 3rd, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C D E F♯ G G♯ A A♯ B c
  C D E G♭ G A♭ A B♭ B c

All The Chords Name: Kyrygic, 3imperfections

Pitch Class Set: {0,2,4,6,7,8,9,10,11}

Pitch Class Mapping: 4053 (Hex FD5, Binary 111111010101)

A Study of Scales (Ian Ring) Index: 4053

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Sythygic
  Mode 3 of: Katycrygic
  Mode 4 of: Tharygic
  Mode 5 of: Sylygic
  Mode 6 of: Lothygic
  Mode 7 of: Darygic
  Mode 8 of: Monygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Sythygic

Fingerings on Anasazi-7 tuned Native American flutes:

Scale steps in semitones: 2–2–1–1–1–1–1–1–2

Scale degrees:
  in semitones: 0–2–4–5–6–7–8–9–10–12
  intervals: 1–2–3–4–d5–5–m6–6–m7–8
  Root, Major 2nd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Major 6th, Minor 7th, Octave

Pitches starting from C:
  C D E F F♯ G G♯ A A♯ c
  C D E F G♭ G A♭ A B♭ c

All The Chords Name: Sythygic, 3imperfections

Pitch Class Set: {0,2,4,5,6,7,8,9,10}

Pitch Class Mapping: 2037 (Hex 7F5, Binary 011111110101)

A Study of Scales (Ian Ring) Index: 2037

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Katycrygic
  Mode 3 of: Tharygic
  Mode 4 of: Sylygic
  Mode 5 of: Lothygic
  Mode 6 of: Darygic
  Mode 7 of: Monygic
  Mode 8 of: Styrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Katycrygic

Scale steps in semitones: 2–1–1–1–1–1–1–2–2

Scale degrees:
  in semitones: 0–2–3–4–5–6–7–8–10–12
  intervals: 1–2–m3–3–4–d5–5–m6–m7–8
  Root, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Perfect 5th, Minor 6th, Minor 7th, Octave

Pitches starting from C:
  C D D♯ E F F♯ G G♯ A♯ c
  C D E♭ E F G♭ G A♭ B♭ c

All The Chords Name: Katycrygic, 3imperfections

Pitch Class Set: {0,2,3,4,5,6,7,8,10}

Pitch Class Mapping: 1533 (Hex 5FD, Binary 010111111101)

A Study of Scales (Ian Ring) Index: 1533

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Tharygic
  Mode 3 of: Sylygic
  Mode 4 of: Lothygic
  Mode 5 of: Darygic
  Mode 6 of: Monygic
  Mode 7 of: Styrygic
  Mode 8 of: Kyrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Tharygic

Scale steps in semitones: 1–1–1–1–1–1–2–2–2

Scale degrees:
  in semitones: 0–1–2–3–4–5–6–8–10–12
  intervals: 1–m2–2–m3–3–4–d5–m6–m7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Diminished 5th, Minor 6th, Minor 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F F♯ G♯ A♯ c
  C D♭ D E♭ E F G♭ A♭ B♭ c

All The Chords Name: Tharygic, 3imperfections

Pitch Class Set: {0,1,2,3,4,5,6,8,10}

Pitch Class Mapping: 1407 (Hex 57F, Binary 010101111111)

A Study of Scales (Ian Ring) Index: 1407

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Sylygic
  Mode 3 of: Lothygic
  Mode 4 of: Darygic
  Mode 5 of: Monygic
  Mode 6 of: Styrygic
  Mode 7 of: Kyrygic
  Mode 8 of: Sythygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Sylygic

Scale steps in semitones: 1–1–1–1–1–2–2–2–1

Scale degrees:
  in semitones: 0–1–2–3–4–5–7–9–11–12
  intervals: 1–m2–2–m3–3–4–5–6–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Perfect 4th, Perfect 5th, Major 6th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F G A B c
  C D♭ D E♭ E F G A B c

All The Chords Name: Sylygic, 3imperfections

Pitch Class Set: {0,1,2,3,4,5,7,9,11}

Pitch Class Mapping: 2751 (Hex ABF, Binary 101010111111)

A Study of Scales (Ian Ring) Index: 2751

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Lothygic
  Mode 3 of: Darygic
  Mode 4 of: Monygic
  Mode 5 of: Styrygic
  Mode 6 of: Kyrygic
  Mode 7 of: Sythygic
  Mode 8 of: Katycrygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Lothygic

Scale steps in semitones: 1–1–1–1–2–2–2–1–1

Scale degrees:
  in semitones: 0–1–2–3–4–6–8–10–11–12
  intervals: 1–m2–2–m3–3–d5–m6–m7–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Major 3rd, Diminished 5th, Minor 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ E F♯ G♯ A♯ B c
  C D♭ D E♭ E G♭ A♭ B♭ B c

All The Chords Name: Lothygic, 3imperfections

Pitch Class Set: {0,1,2,3,4,6,8,10,11}

Pitch Class Mapping: 3423 (Hex D5F, Binary 110101011111)

A Study of Scales (Ian Ring) Index: 3423

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Darygic
  Mode 3 of: Monygic
  Mode 4 of: Styrygic
  Mode 5 of: Kyrygic
  Mode 6 of: Sythygic
  Mode 7 of: Katycrygic
  Mode 8 of: Tharygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Darygic

Scale steps in semitones: 1–1–1–2–2–2–1–1–1

Scale degrees:
  in semitones: 0–1–2–3–5–7–9–10–11–12
  intervals: 1–m2–2–m3–4–5–6–m7–7–8
  Root, Minor 2nd, Major 2nd, Minor 3rd, Perfect 4th, Perfect 5th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D D♯ F G A A♯ B c
  C D♭ D E♭ F G A B♭ B c

All The Chords Name: Darygic, 3imperfections

Pitch Class Set: {0,1,2,3,5,7,9,10,11}

Pitch Class Mapping: 3759 (Hex EAF, Binary 111010101111)

A Study of Scales (Ian Ring) Index: 3759

Deep scale: No

Coherent scale: No

This scale is a mode (rotation) of these other scales:
  Mode 2 of: Monygic
  Mode 3 of: Styrygic
  Mode 4 of: Kyrygic
  Mode 5 of: Sythygic
  Mode 6 of: Katycrygic
  Mode 7 of: Tharygic
  Mode 8 of: Sylygic

The name I use for this scale comes from: AllTheScales.org / William Zeitler

Monygic

Scale steps in semitones: 1–1–2–2–2–1–1–1–1

Scale degrees:
  in semitones: 0–1–2–4–6–8–9–10–11–12
  intervals: 1–m2–2–3–d5–m6–6–m7–7–8
  Root, Minor 2nd, Major 2nd, Major 3rd, Diminished 5th, Minor 6th, Major 6th, Minor 7th, Major 7th, Octave

Pitches starting from C:
  C C♯ D E F♯ G♯ A A♯ B c
  C D♭ D E G♭ A♭ A B♭ B c