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(Created page with '==Phrygian== {| border="1" style="width:100%;border:1px solid #000; background:#9dcdfd; vertical-align:top; color:#000;" !colspan="7"|Phrygian (lowered 3, lowered 6, lowered 7, …')Line 1: Line 1: + ==Phrygian====Phrygian==- {| border="1" style="width:100%;border:1px solid #000; background:#9dcdfd; vertical-align:top; color:#000;"+ {| border="1" style="width:100%;border:1px solid #000; background:#cc9cfd; vertical-align:top; color:#000;"!colspan="7"|Phrygian (lowered 3, lowered 6, lowered 7, lowered 2)!colspan="7"|Phrygian (lowered 3, lowered 6, lowered 7, lowered 2)|- align="center"|- align="center"- | 1 || b2 || b3 || 4 || 5 || b6 || b7+ | 1 ||style="border:1px solid #fc9924;background:#fc9924;"| b2 || b3 || 4 || 5 || b6 || b7|- align="center"|- align="center"- | Ab || Bbb || Cb || Db || Eb || Fb || Gb+ | Ab ||style="border:1px solid #fc9924;background:#fc9924;"| Bbb || Cb || Db || Eb || Fb || Gb|- align="center"|- align="center"- | A || Bb || C || D || E || F || G+ | A ||style="border:1px solid #fc9924;background:#fc9924;"| Bb || C || D || E || F || G|- align="center"|- align="center"- | Bb || Cb || Db || Eb || F || Gb || Ab+ | Bb ||style="border:1px solid #fc9924;background:#fc9924;"| Cb || Db || Eb || F || Gb || Ab|- align="center"|- align="center"- | B || C || D || E || F# || G || A+ | B ||style="border:1px solid #fc9924;background:#fc9924;"| C || D || E || F# || G || A|- align="center"|- align="center"- | Cb || Dbb || Ebb || Fb || Gb || Abb || Bbb+ | Cb ||style="border:1px solid #fc9924;background:#fc9924;"| Dbb || Ebb || Fb || Gb || Abb || Bbb|- align="center"|- align="center"- | C || Db || Eb || F || G || Ab || Bb+ | C ||style="border:1px solid #fc9924;background:#fc9924;"| Db || Eb || F || G || Ab || Bb|- align="center"|- align="center"- | C# || D || E || F# || G# || A || B+ | C# ||style="border:1px solid #fc9924;background:#fc9924;"| D || E || F# || G# || A || B|- align="center"|- align="center"- | Db || Ebb || Fb || Gb || Ab || Bbb || Cb+ | Db ||style="border:1px solid #fc9924;background:#fc9924;"| Ebb || Fb || Gb || Ab || Bbb || Cb|- align="center"|- align="center"- | D || Eb || F || G || A || Bb || C+ | D ||style="border:1px solid #fc9924;background:#fc9924;"| Eb || F || G || A || Bb || C|- align="center"|- align="center"- | Eb || Fb || Gb || Ab || Bb || Cb || Db+ | Eb ||style="border:1px solid #fc9924;background:#fc9924;"| Fb || Gb || Ab || Bb || Cb || Db|- align="center"|- align="center"- | E || F || G || A || B || C || D+ | E ||style="border:1px solid #fc9924;background:#fc9924;"| F || G || A || B || C || D|- align="center"|- align="center"- | F || Gb || Ab || Bb || C || Db || Eb+ | F ||style="border:1px solid #fc9924;background:#fc9924;"| Gb || Ab || Bb || C || Db || Eb|- align="center"|- align="center"- | F# || G || A || B || C# || D || E+ | F# ||style="border:1px solid #fc9924;background:#fc9924;"| G || A || B || C# || D || E|- align="center"|- align="center"- | Gb || Abb || Bbb || Cb || Db || Ebb || Fb+ | Gb ||style="border:1px solid #fc9924;background:#fc9924;"| Abb || Bbb || Cb || Db || Ebb || Fb|- align="center"|- align="center"- | G || Ab || Bb || C || D || Eb || F+ | G ||style="border:1px solid #fc9924;background:#fc9924;"| Ab || Bb || C || D || Eb || F|}|}The b2 is the characteristic note of the Phrygian scaleThe b2 is the characteristic note of the Phrygian scaleRevision as of 21:20, 5 November 2010
Phrygian
Phrygian (lowered 3, lowered 6, lowered 7, lowered 2) 1 b2 b3 4 5 b6 b7 Ab Bbb Cb Db Eb Fb Gb A Bb C D E F G Bb Cb Db Eb F Gb Ab B C D E F# G A Cb Dbb Ebb Fb Gb Abb Bbb C Db Eb F G Ab Bb C# D E F# G# A B Db Ebb Fb Gb Ab Bbb Cb D Eb F G A Bb C Eb Fb Gb Ab Bb Cb Db E F G A B C D F Gb Ab Bb C Db Eb F# G A B C# D E Gb Abb Bbb Cb Db Ebb Fb G Ab Bb C D Eb F The b2 is the characteristic note of the Phrygian scale
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